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The Schrödinger equation, as foundational as it is in quantum mechanics, fails to adequately describe the true nature of quantum particle motion, as demonstrated by my recent research ( DOI: 10.9790/4861-1505012633). This raises the critical question: What alternative frameworks can we use to better understand quantum mechanics? Given that the current models have been proven insufficient, it becomes crucial to explore different ways to model the behavior of particles. Can we ever truly predict the motion of quantum particles accurately, considering our limited understanding of both the inner workings of matter (with medical science only scratching the surface of human biology) and the physical universe (with only 7% of the observable matter understood)? The complexities of quantum motion are so vast, and our scientific knowledge so constrained, that predicting exact particle states may well remain unattainable.
This query invites the ResearchGate community to propose alternatives to the Schrödinger equation. What would a new model look like, and can we develop a formula that predicts quantum motion in a way that better aligns with the complexities and limitations of our current knowledge? Given the undeniable limitations of modern science, can we ever predict the precise mechanics of a particle? Your insights and suggestions are welcome.
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Continuing:
4) Einstein´s objection to non-locality is overcome by the 4th longitudinal dimension. The realm of quantum mechanics deals with multiple valid states but their presence is just one at a time (measurement evidence). So, QM is poly deterministic and not a mono deterministic nor indeterministic. This is a semantic issue but it reveals the multifaceted presence of nature. A fleeting presence of one state in 3D is just that, the rest of the eigenstate still exists and will be randomly present opportunity. Einstein´s concern is overcome, nature doesn´t have a random existence (all the valid eigenstates exist in 4thD), it only has a random presence in 3D. The Schrödinger equation deals with these valid eigenstates. Hope this will clear up some of your questions and let me know if I can continue with more explanations, best regards
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If the concept of superposition can ever challenge our understanding of space-time in general relativity..
I.e. it does so by introducing scenarios where objects can exist in multiple states simultaneously, having indefinite positions and being in a mixed state
which conflicts with the classical view of spacetime, which is deterministic and absolute.
I.e. if massive bodies are in superposition, it raises questions about the validity of Equivalence Principle as their gravitational effects could vary depending on their states[1].
On an am even more subtle level, superposition suggests that spacetime itself may also be in a state of superposition, meaning it is not the clear cut thing we expect but an emeregent effect of more fundamental ontologically same or not entities,
thus complicating the relationship between quantum mechanics and gravity[2], indicating that our classical notions of spacetime may be emergent rather than fundamental, necessitating a reevaluation of how we understand gravity and quantum phenomena. This idea captured scientists in early 2000s (Smolin, Markopoullou) while some like Rivelli continue to enertain it.
Citations:
[1] Quantum superposition of spacetimes obeys Einstein's Equivalence ... https://arxiv.org/abs/2109.01405
[2] Marios Christodoulou: Spacetime in Superposition, in the Laboratory https://www.youtube.com/watch?v=1MGU6o6pIgo
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The superposition principle is about what we can know about the outcomes of measurement. It arises in the pre-conditions for a measurement, where, rather obviously, we do not have concrete knowledge of the value we will measure. This does not on the face of it have much to say about the geometry of space-time which being geometrical is all about the extension of what we know into pasts and futures. In this scheme mass reduces uncertainty. Penrose was forced to acknowledge this. So it is hard to see how superpositions are needed to occur in space- time. Even vast masses do not create uncertainty, rather the opposite in fact, which is why the information problem of black holes has not really been solved. All this is to say the equivalence principle is just that, an equivalence In our measurement values. A superposition of accelerations don’t make much or indeed any sense since if time varies between locations you get different actual locations rather than undecohered ones.
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Are you ready to dive into one of the most revolutionary fields of technology? Quantum computing is transforming how we think about computation, and now's your chance to learn the fundamentals!
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Quantum chip hits accuracy milestone
Quantum Computers that are accurate enough to be useful
Error-correction feat shows quantum computers will get more accurate as they grow larger ...
"Google scientists have demonstrated that, with the right error-correction techniques, quantum computers can perform calculations with increasing accuracy as they are scaled up. The newest chip, Willow, has performed ‘below threshold’ quantum calculations — a key milestone in the quest to build quantum computers that are accurate enough to be useful. “This work shows a truly remarkable technological breakthrough,” says quantum physicist Chao-Yang Lu..."
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In the last two days, headlines have been buzzing about Google's unveiling of a "mind-boggling" quantum computing chip—a supposed leap into the future of technology. 🌌 But here's the hard truth: this entire field might be built on a fundamentally flawed foundation. 🔍 My research (DOI: 10.9790/4861-1505012633) reveals that the Schrödinger Equation, the cornerstone of quantum mechanics, is inherently unfit to describe the correct motion and state of quantum particles in their entirety. While it may work under controlled or specific conditions, it cannot define quantum particle mechanics universally. If the very basis of quantum mechanics is incorrect, how can quantum computing—which relies on these principles—ever succeed? 💡 Quantum computing is, by design, attempting to solve problems using flawed science. Billions of dollars, decades of research, and the world’s brightest minds are pouring resources into something that is fundamentally broken. This is science’s biggest illusion—a dream sold as progress but rooted in a misunderstanding of quantum mechanics' true limitations. 🌟 Instead of chasing illusions, it’s time to redirect our efforts and resources toward areas grounded in reality, such as improving classical computing or exploring new scientific paradigms that align with solid fundamentals. Let’s not let this “quantum rush” distract us from what truly matters. 🤔 This is the right time to pause, reflect, and choose a better path—one that doesn’t invest in an area that is doomed at its core but instead prioritizes technologies with true potential. Let’s spark the debate: Is quantum computing science's biggest scam? Share your thoughts below! 👇 #QuantumComputing #QuantumMechanics #SchrödingerEquation #ScienceDebate #Innovation #FutureTech
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Yes, it is difficult to argue with this, since quantum mechanics is still far from perfect. The Schrodinger equation, of course, cannot describe all possible events: it only speaks of the probability of a possible quantum state and is not designed to carry out direct calculations, but serves only to estimate the probability. But the fact that quantum mechanics as a science has allowed us to advance in the theoretical understanding of many processes, as well as the creation of new technologies is indisputable. Thank you for your questions. With great respect for your approach to discussing this scientific problem. With best wishes, Rustam Rakhimov
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Hello,
I have an issue,while band structure calculation using quantum espresso.While running scf calculation for band structure of my antiferromagnetic compound the error arises as
Error in routine pzpotrf (1):
problems computing cholesky decomposition
Kindly,suggest me solution.
thanks in advance
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Changing diagonalization to cg worked for me. However, it requires less storage, but more robust for metals.
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The tunnel effect is not only a quantum mechanical phenomenon but rather a statistical phenomenon which precisely obeys Cairo statistical techniques.
The statistics of Cairo techniques show that quantum tunneling exists and its description formula by the classic Schrödinger PDE is also correct.
The difference is that the description of Cairo techniques is understandable, while Schrödinger's classic PDE is not.
This is indeed the case.
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Here is a stationary solution [1]:
Zone I:U(x) = E eV - R E eV
Zone II: U(x) = E Exp (-a x)eV
from x=0 to x=dx
Note that the exponential decay in zone II comes from the fact that this is the case for this initial value problem imposed by the statistics of the matrix B.
Zone III:
U(x) = E Exp (-a dx)eV
from x=dx to x=infinity
If we apply the continuity equation to the limit between zones I,II then we apply the continuity equation to the limit between zones II,III then the Bohr formula E=N h f we arrive at the same formula for the reflection coefficient (R) and transmission coefficient (T) as those obtained from the classical Schrödinger equation. NB: at the two boundaries I-II and II-III correspond respectively y=0 and y=dx.
1-Useless Quantum mechanics-The complex untold story.
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Background Summary:
In the pursuit of human progress, science has undeniably transformed the material aspects of life—advancing our health, wealth, and technology. Yet, there remains an uncharted territory: how can science be leveraged not just for physical abundance but to elevate the very essence of human existence, fostering prosperity, happiness, health, and even spiritual fulfillment? Can we scientifically engineer a model of living where every individual experiences bliss, vitality, and peace, while also nurturing the collective well-being of society?
The concept of "blissful living" is deeply rooted in ancient wisdom, yet modern scientific advancements in neuroscience, quantum physics, psychology, and social behavior offer unprecedented opportunities to explore this ideal. How do the principles of neuroscience—shaping our understanding of the brain and emotions—align with quantum physics' potential to transcend the limitations of material reality? How can social sciences bridge the gap between individual flourishing and collective harmony?
This vision calls for an integrative approach that combines the best of both the material and spiritual dimensions, enabling us to understand and cultivate abundance, health, wealth, and happiness not as separate pursuits, but as interconnected aspects of a higher state of existence. A holistic, scientifically grounded pathway to blissful living could revolutionise how we approach human well-being on a global scale, offering a framework for not just surviving, but thriving in a way that fosters a deeper connection to self, others, and the divine.
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Sandeep,
Today I noticed that there is a typo in my last email to you, mistaking the exclamation point sign for the number '1' -- sorry. The intention was to refer to the holistic 'Vedic 3-in-1 account of nature'. I'm looking forward to any specific feedback/questions from you about the papers/books.
Best wishes,
RW Boyer (Bob)
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What is the role of gold nanoparticles and quantum materials in sensors?
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Gold nanoparticles and quantum materials play pivotal roles in enhancing the performance of sensors due to their unique physical and chemical properties.
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in E.P.R. Bell like experiments it is usually assumed the standard stationary poisson Ian statistics of single photodetection ; the measurement process may induce non perturbative deterministic vacuum fluctuations which may violates this assumption of an ergodic process beneath quantum detection .We develop in a recent paper the hypothesis that vacuum fluctuations caused by apparatus induced thermal spin currents may violate Bell like inequality explaining experimental data by infinite dimensional hidden variable fields models.
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The idea that non-perturbative vacuum fluctuations could violate Bell-like inequalities introduces an intriguing possibility, as it suggests that the assumptions underlying quantum measurements may not hold under all conditions. In standard Bell-like experiments, it's typically assumed that the measurement process follows Poissonian statistics, meaning that the probability of detecting a photon in a given time interval is independent of other detections and is distributed according to a Poisson distribution. This assumption relies on the idea that the photon detection events are random, independent, and occur with a constant average rate. These conditions are generally considered to be part of an ergodic process, where the time averages of the system are equivalent to ensemble averages over the entire system.
However, your hypothesis introduces a different perspective: the measurement process itself may induce non-perturbative vacuum fluctuations. These fluctuations are not simply small, random variations around a mean value, but are instead more significant and deterministic in nature. The idea is that these fluctuations could result from interactions with the measurement apparatus, which might alter the expected statistics of photon detections. If such vacuum fluctuations are induced by the apparatus, they could fundamentally disrupt the assumptions of Poissonian statistics, which rely on the independence and randomness of events. This could lead to a breakdown of the ergodicity assumption—the idea that time averages can be substituted for ensemble averages—because the process would no longer be purely random or independent.
In your hypothesis, you also propose that thermal spin currents induced by the apparatus may play a role in generating these non-perturbative vacuum fluctuations. Spin currents, which refer to the flow of spin angular momentum in a system, might influence the quantum field in such a way that the vacuum fluctuations become correlated with the measurement apparatus. These spin currents could potentially lead to deterministic modifications of the quantum field, influencing the statistics of photon detections in a way that violates the classical assumptions underlying Bell-like experiments.
The crux of your argument is that these apparatus-induced fluctuations could be captured in models that go beyond the standard hidden variable frameworks typically used to explain Bell's inequalities. By invoking infinite-dimensional hidden variable fields, you are suggesting that the system may have more complex underlying variables (beyond the simple ones usually considered in quantum mechanics) that are able to account for the observed deviations from the standard statistical assumptions. This would offer an alternative explanation for experimental data that may seem to contradict the standard quantum mechanical predictions, providing a potential resolution that does not rely on non-locality or the standard hidden variable interpretations, but rather on the influence of the measurement apparatus itself on the quantum field.
In summary, your hypothesis challenges the traditional assumptions in Bell-like experiments by proposing that the measurement apparatus can induce non-perturbative vacuum fluctuations that violate the assumptions of Poissonian statistics and ergodicity. This idea, which includes the potential role of thermal spin currents and infinite-dimensional hidden variable fields, could offer a new framework for understanding experimental data that might seem to violate Bell-like inequalities, offering an alternative perspective on the quantum measurement problem.
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What is the role of silver nanoparticles and quantum materials in predictive analytics for healthcare and solar cells?
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silver nanoparticles help in absorbing sunlight in solar cells
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Except from not extendibg to relativistic effects, Bohmian mechanics is equivalent to standard mechanics.
In BM the guiding equation contribute to non-locality in Bohmian mechanics.
The guiding equation in Bohmian mechanics contributes to non-locality by establishing that the trajectory of a particle is influenced by the wave function of the entire system, not just local interactions. Specifically, the guiding equation dictates that a particle's velocity is determined by the spatial configuration of the wave function, which encompasses all particles in the system.
It highlights Bells work, saying
This means that changes to one particle can instantaneously affect others, regardless of distance, thus violating Einstein's principle of locality. Consequently, Bohmian mechanics explicitly demonstrates non-local correlations inherent in quantum phenomena, making it a stronger assertion of non-locality compared to standard quantum mechanics, where such effects are often more implicit and contextual
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It does mater if the wave is real or not,
As long as particle distribution obeys
Psi* Psi
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The tunnel effect is not only a quantum mechanical phenomenon but rather a statistical phenomenon which precisely obeys modern statistical techniques.
Statistics from modern physics techniques (classical physics plus transition probability) show that quantum tunneling exists and that its description formula by the classical Schrödinger PDE is also correct.
The difference is that the description of classical physics techniques is understandable, while Schrödinger's classical PDE is not.
This is indeed the case.
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Consider Planck's law of radiation: does it belong to quantum or classical physics?
It was a “battle for the world” at the time.
This particular unanswered question where classical mechanics and quantum mechanics meet and interact in an equation is still of great importance and helps in understanding both subjects. 1- Consider Max Planck's formula, which replaced the complete failure of those of Wien and Rayleigh Jeans. , for the black body thermal radiation density u (f, T):
du(f,T) = {(2hf^3/c^2). 1 / (e ^( hf /kB.T) -1)} df. . . . . . . . (1)
with h = Planck, s constant and f = radiation frequency, kB = classical statistical constant of Boltzmann and T = classical thermodynamic temperature. A first look at the exponent hf/kB.T shows that the numerator hf is pure quantum mechanics QM while the de-numerator is purely classical physics without forgetting that a quantum temperature is not yet defined in a unique way.
And now should we call the equation. 1 Classic, Quantum or half and half?
2- What QM interpretation is introduced into equation 1? Einstein QM interpretation or Bohr-Copenhagen QM interpretation? Keep in mind that Einstein in 1916 rigorously proved equation.1.  without it being necessary to assume energy oscillators quantified by Max Planck,
E= hf, 2hf, 3hf, or quantum numbers n=1,2, 3, N, ... large infinite number.
We can proceed to study the famous law of Max Planck called the law of black body radiation.
Planck's well-known formula for black body radiation,
du(f,T) = {(2hf^3/c^2). 1 / (e ^( hf /kB.T) -1)} df. . . . . . . . (2)
with h = Planck, s constant and f = radiation frequency, kB = classical statistical constant of Boltzmann and T = classical thermodynamic temperature.
A close look at equation 1 shows that it is made up of two parts, the first to be known (2 h f^3/c^2) or a constant. f^3/c^2.* It follows directly from the second corollary of Laplacian's theorem, product of the statistical theory of Cairo techniques,
Corollary 2 says that
[1],The volume integral of ∇2 U(x,y,z,t) over the closed volume V for any source/sink distribution inside V is equal to the closed surface integral of U.C.
It is clear that C is the speed of the wave in the medium considered.
C= 330 m s-1 for the sound wave and 3E8 m s-1 for the EMW. In mathematical language [1]
,∫∫∫closed volume ∇2 U(x,y,z,t) dV = ∫∫closed surface U(x,y,z,t).C dA
Corollary 2 implies, (L/λ)^3=number of harmonic oscillators of wavelength λ and frequency f=C/λ. In other words, the density number of harmonic oscillators of frequency f is given by a constant * f^3/ c^2
o be completed.
1-Quantum mechanics-The complex and untold story. ResearchGate, IJISRT journal.
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General Relativity and quantum. Mechanics are famously incompatible. But there 2 points of conpatibility
**theoretical - The Macaldena Ads/holographic principle correspondence (1988). It is considered the only relation "link" between tge two theories established in over ahundred years of both theories existence! with a lot of community engagement /consensus but still no more than speculative/highly imaginative results and implications and no development for further bridgement
**theoretical derived experimentally verified Hawking radiation (small lengths(QM)/ curved space(GR) considetation
Small times ("Planck time" ) early universe theorization have yet to make Testable predictions but its the most prominent next overlapping point
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there are significant theoretical developments where these two pillars of physics intersect, by way of high level summary
1. Theoretical Link — The Maldacena AdS/CFT Correspondence (1997)
Juan Maldacena introduced the AdS/CFT correspondence in 1997, not 1988. This conjecture proposes a duality between a type of string theory formulated in a higher-dimensional Anti-de Sitter (AdS) space and a Conformal Field Theory (CFT) without gravity on its boundary. Essentially, it suggests that a gravitational theory in AdS space can be equivalent to a quantum field theory in one fewer dimension.
Significance
The AdS/CFT correspondence is considered by many as one of the most important developments in theoretical physics for linking GR and QM. It provides a mathematical framework where problems in quantum gravity can be translated into problems in quantum field theory, and vice versa.
• Wider Engagement
The conjecture has garnered extensive research interest and has been a fertile ground for theoretical exploration. It has deepened our understanding of black holes, quantum entanglement, and strongly coupled quantum systems.
Limitations
Despite its theoretical elegance, the AdS/CFT correspondence remains a conjecture. It applies specifically to universes with AdS geometry, which does not describe our observed universe’s de Sitter (dS) geometry. Therefore, it hasn’t yet led to experimentally testable predictions or a complete unification of GR and QM.
2. Hawking Radiation — Theoretical Prediction Awaiting Experimental Verification
Stephen Hawking’s prediction of black hole radiation in 1974 is a seminal contribution that combines principles from both GR and QM.
Concept
Hawking radiation arises from quantum effects near a black hole’s event horizon. Virtual particle-antiparticle pairs near the horizon can result in one particle escaping as radiation while the other falls into the black hole, leading to a gradual loss of mass.
Significance
This phenomenon suggests that black holes are not entirely black but emit radiation, linking quantum field theory with the curved spacetime of GR.
Experimental Status
Direct detection of Hawking radiation from astrophysical black holes is currently beyond our technological capabilities due to its incredibly weak signal. However, analogue systems in laboratories have simulated aspects of Hawking radiation, but these are not direct observations of the phenomenon.
3. Planck Time and Early Universe Theorisation
The Planck time (~ seconds) represents a scale where quantum gravitational effects cannot be ignored.
Early Universe Models
Theorising about the universe at times earlier than the Planck time requires a quantum theory of gravity. Models like loop quantum gravity and string theory attempt to describe this epoch.
Testable Predictions
While these theories are mathematically robust, they currently lack experimentally testable predictions. Advancements in observational cosmology or high-energy physics may provide avenues for testing these ideas in the future.
maybe…
Significance
Understanding physics at the Planck scale is crucial for a complete picture of cosmology and could illuminate the unification of GR and QM.
so, what does it all mean ?
While a full reconciliation between General Relativity and Quantum Mechanics remains one of the foremost challenges in physics, these points of intersection provide some good direction.
The Maldacena AdS/CFT correspondence offers a powerful theoretical tool, Hawking radiation bridges concepts from both theories, and exploring the Planck era pushes the boundaries of our understanding.
best
H
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I was wondering if the problem has to do with the introduction of Time as a fourth dimension. In the metric introduced by Minkowsky in his paper SPACE AND TIME, with the complex plane, it is possible, to define a minimum Basic Systemic Unit, based Euler's relation that has the most remarkable property of remaining the same in spite of change, so it is a mathematical expression of a Quantum, so that "spooky action at a distance", is not the point in this case, as a Quantum does not change, as it constituted by two Totalities that cannot be separated, they are joint in the complex plane in a indivisible unit, just as that ancient Taoist Symbol(Yin-Yang) as was found in the Ottawa University in their experiment of with the Quantum entanglement.
For those interested in that experiment about Quantum entanglement in the Ottawa University you can find it:
and here you can find the correspondent paper
Interferometric imaging of amplitude and phase of spatial biphoton states - Nature Photonics
Edgar Paternina
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Dear Dr. Paternina,
Thank you for sharing your fascinating perspective on Quantum Entanglement and its relationship with Time as the fourth dimension. Your integration of Minkowski's metric, Euler's relation, and philosophical symbolism such as the Yin-Yang is truly thought-provoking and demonstrates a creative approach to interpreting quantum phenomena.
I appreciate your emphasis on the indivisibility of quantum states in the complex plane, as it resonates well with the core principles of quantum mechanics. Additionally, referencing the real-time quantum entanglement experiment conducted at Ottawa University adds substantial credibility to your discussion. The idea of "spooky action at a distance" being reframed as a unified system is an intriguing way to challenge conventional interpretations.
While your exploration into the connection between space-time and quantum entanglement is compelling, I believe a more detailed explanation of how these concepts could translate into experimental applications or computational models would enrich your argument further. For example, how might the interpretation of time as an intrinsic systemic property influence advancements in quantum communication or quantum computing?
Moreover, your analogy to the Taoist symbol Yin-Yang is a unique way to bridge scientific and philosophical perspectives. However, further clarification on how this philosophical model aligns with mathematical formalism could strengthen the connection and broaden its appeal to a more scientifically inclined audience.
Overall, your work inspires a broader dialogue on the interplay between mathematics, physics, and philosophy in understanding the nature of reality. I look forward to learning more about your thoughts and potential applications of these ideas in future research.
Thank you for initiating this stimulating discussion!
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To confirm the experiment of the quantum jump of the electron through a contraction in the fabric of space-time, an experiment must be conducted to prove the validity of the equation by using combine two experiences, one by David Jeffrey Wineland and the other an attosecond experiment. If we use rapid observation using attoseconds of the electrons during the quantum jump, just as David Jeffrey Wineland used high-energy ultraviolet radiation to detect the jump. The electron does not move from its place, not because time has stopped, but because space-time is what acquires energy. This is the explanation of (the quantum Zeno effect). After the space-time fabric gains energy, it contracts and causes wave interference between the two levels by contracting the higher energy level to the level occupied by the electron. That is, the electron will remain fixed in its position.
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if I may comment on a few key points;
1. Scientific Consistency:
• The idea that spacetime “contracts” at quantum scales due to energy absorption requires more justification. While spacetime dynamics are well-studied in general relativity, applying these concepts at the scale of quantum jumps lacks established theoretical or empirical support.
2. Quantum Mechanics vs. Spacetime Dynamics:
• In conventional quantum mechanics, energy levels and transitions are intrinsic properties of the quantum system, not spacetime. Introducing spacetime contraction here could conflict with existing quantum field theory unless further clarified or supported by a new theoretical model.
3. Role of Observation:
• The explanation appears to conflate the effect of “observation” with physical energy interactions (e.g., UV radiation). In the quantum Zeno effect, observation traditionally refers to a measurement collapsing a wavefunction, not necessarily involving energy transfer. This distinction is crucial and needs clearer articulation.
4. Experimental Feasibility:
• The suggested combination of Wineland’s techniques with attosecond experiments to validate spacetime contraction feels speculative without a precise method to measure the proposed spacetime effects. How would one isolate and detect spacetime contraction versus standard quantum interference effects?
5. Terminology and Precision:
• Phrases like “space-time acquires energy” and “contracts and causes wave interference” are evocative but need more rigorous definitions. How does this contraction manifest mathematically? What physical quantity describes this “acquisition of energy”?
suggestions/ Recommendations ( not addre
s to anyone in particular)
1. Strengthen Theoretical Framework
• Provide a more detailed theoretical foundation for how spacetime could interact with quantum energy levels. Referencing existing quantum gravity theories or speculative models (like loop quantum gravity or string theory) could lend support.
2. Clarify the Role of Observation
• Distinguish between measurement-induced wavefunction collapse (quantum Zeno effect) and energy absorption due to experimental interventions. This distinction will prevent conflation of quantum measurement and physical energy dynamics.
3. Address Feasibility
• Elaborate on how experimental results would differentiate between standard quantum mechanics predictions and the proposed spacetime dynamics. For example, describe specific signatures (e.g., modified interference patterns) that would confirm spacetime contraction.
4. Refine Language
• Replace speculative or metaphorical phrases with precise scientific terminology. Clearly articulate how this idea modifies or complements existing quantum me
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What are the effects of plasmon coupling in increasing the output quantum in quantum dots?
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Dear Alaa М. H. Al-alwani
Information below should be helpful:
Plasmon coupling can significantly enhance the output quantum efficiency of quantum dots (QDs) through several mechanisms:
  1. Enhanced Radiative Rate: In the weak coupling regime, plasmonic cavities can enhance the radiative rate of quantum dots. This is due to the Purcell effect, where the presence of a plasmonic cavity increases the spontaneous emission rate of the QDs.
  2. Energy Transfer: Plasmon coupling facilitates efficient energy transfer between quantum dots and plasmonic structures. This can lead to increased photoluminescence and improved quantum yield.
  3. Strong Coupling Regime: In the strong coupling regime, the interaction between QD excitons and surface plasmons can lead to the formation of hybrid states. These coupled states can result in unique optical properties, such as vacuum Rabi splitting, which can further enhance the output quantum efficiency.
  4. Localized Surface Plasmons (LSPs): The confinement of light at the nanoscale by LSPs can create highly localized electromagnetic fields. This enhances the interaction between light and QDs, leading to increased emission intensity and efficiency.
  5. Spectral Tuning: Plasmon coupling allows for the tuning of the emission spectrum of QDs. By adjusting the plasmonic environment, the emission wavelength and intensity of QDs can be controlled, optimizing their performance for specific applications.
These effects make plasmon coupling a powerful tool for enhancing the performance of quantum dots in various applications, including sensing, imaging, and quantum information technology.
Quantum dot plasmonics: from weak to strong coupling
  • Ora Bitton , Satyendra Nath Gupta and Gilad Haran
From the journal Nanophotonics
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An alternative interpretation of the dissonance between classical physics and quantum mechanics
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Dear Harri shore all your statements are not science.
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Quantum confinement of nanoparticles ?
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The thing that gets confined isn't the nanoparticle, the electrons within it are getting confined.
The simplest model to rationalized this is the particle in a box / potential well model which you normally learn about at the beginning of a QM introduction: you have a box/well with fixed shape and dimensions according to the shape of the nanoparticle (planar -> circle, 2D; spherical -> sphere, 3D) to get sets of states.
The energetic gap between the highest occupied and the lowest unoccupied states in the solution of Schrödinger's equation for the proper well give an approximation to the particle's electronic and optical gap (starting from which size you want to speak of a "band"gap for a finite, non-periodic species would be controversial).
Since the states you get from this model may be degenerate states, you also get electronic shells which affect the stability.
The system for which all of this matches best are bare alkaline metal clusters in the gas phase. The size distribution for these is explained by electronic and geometric shell closures:
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Solve the equation of quantum relativity theory on the hydrogen atom.
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Then there is no general theory.
However since the scale of GR is so much
Larger than QM there is no problem in using
QM in small portions of space.
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Could coherence thresholds in atoms offer a quantifiable link between the quantum and classical worlds, revealing an underlying pattern that governs stability across all scales of reality? If coherence scales predictably with atomic complexity, could we unlock a new framework for understanding how reality stabilizes from the quantum level to the macroscopic?
Explore the theory further in my research paper, "Scaled Coherence and Stability: A Scalable Probability Model for Atomic Structure and Quantum Field Interactions."
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Probability, prediction and assumption is not science...
Atoms are indivisible unit of our living world and all science accept this fact.. thus there is no QM
.
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This relationship shows that although we cannot measure what happens when an electronic quantum jump occurs. This law also shows that there is a relationship between the energy of the photon and the fabric of space-time, even if it is not measured by measuring devices. Because measuring devices are considered primitive devices when making the process of measuring the quantitative world. What is being measured are the spectra of the elements being measured, not what happens to the electron when the quantum jump of the electron to the higher level. Second, Maxwell told Rutherford that the electron changes direction as it orbits the nucleus, so it must lose energy to cause a collision with the nucleus, which it does not. My equation tells me the electron moves in a large circle around the nucleus. A body moving in a large circle whose direction of motion is in a straight line. Thus, the electron moves in a straight line. Newton's law states that an object at rest remains at rest unless acted upon by an external or internal force. Likewise, an object in motion stays in motion unless an external or internal force affects its movement, the electron does not lose energy.
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Solve the equation of quantum relativity theory on the hydrogen atom.
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Dear colleagues,
I’ve created a video on YouTube simulating diffraction phenomena and illustrating how it differs from wave interference.
I hope this visual approach offers a clear perspective on the distinctions between these effects.
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nterference happens when two light waves meet and mix together. It is caused by two or more light waves coming together. Diffraction happens when a light wave bends around corners or through small openings. It is caused by light waves hitting an obstacle or passing through a small gap.
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I am thrilled to announce that I have joined the Journal of Quantum Computing (JQC) as the Managing Editor! 🎉
At JQC, we are dedicated to advancing the rapidly evolving field of quantum computing, covering areas such as quantum algorithms, quantum cryptography, quantum information theory, and more.
While JQC is still in the process of being indexed by major databases, we have ambitious plans to achieve SCI indexing within the next two years. As we work towards this goal, we are eager to invite esteemed scholars to join our editorial board and contribute their expertise to shape the future of our journal. We also welcome all researchers to submit their work to JQC, where there are currently no publication fees!🎈
Additionally, we are recruiting members of the editorial board, if you are an expert in this field and are interested in contributing or joining our team, please feel free to reach out!
Let's collaborate and drive the future of quantum computing together! 🚀🔬
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Hi, give me the details of this journal. Thank u
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Macro Coherence refers to the application of quantum decoherence principles to the macro realm. It suggests that multiple potential realities in the macroscopic world stabilize into a singular, observable one, similar to how wave functions collapse in quantum theory. This concept implies that, much like in quantum systems, the possibilities in the larger world 'solidify' into a single reality as coherence is lost, giving rise to the observable universe.
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I think there’s two key items:
1. Bridging Quantum and Classical Realms
Macro Coherence offers a conceptual bridge between quantum mechanics and classical physics by proposing that decoherence principles can apply beyond the microscopic. This could offer some understanding of how the “collapse” from possibilities into a singular, observed reality scales up from particles to larger objects.
Comment: If this principle holds, it could have material implications on our understanding of reality and causality in the macroscopic world. It may help explain why we perceive a consistent, singular reality despite the underlying probabilistic nature of the quantum level, providing a unifying framework for quantum and classical phenomena.
2. Role of Observer and Stability in Reality Formation
Macro Coherence suggests that, similar to quantum mechanics, the act of observation or interaction may be essential in collapsing potential states into a single macroscopic reality. This would imply that reality, as we know it, is not just a passive backdrop but something that actively stabilizes through interactions, potentially involving conscious or environmental factors.
however….
In quantum mechanics, coherence is highly sensitive to even minute environmental factors, leading to rapid decoherence for particles. In the macroscopic world, however, systems are vastly more complex and have established stability that resists decoherence-like effects, making it difficult to draw direct parallels between quantum wave function collapse and a similar “reality collapse” at a larger scale.
Without concrete evidence showing that quantum principles like decoherence can directly scale to the macroscopic level, Macro Coherence risks remaining speculative.
Furthermore, macroscopic objects consistently exhibit classical behavior without evident quantum superpositions, suggesting that decoherence might lose relevance as complexity and size increase. More empirical research would be needed to bridge this gap and validate whether quantum principles can meaningfully extend to the observable, classical reality we experience.
best
H
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The solution to the explanation of the quantum leap is that it is space-time that acquires energy, not the electron, according to this law of quantum relativity. If this is true, then the world of physics and chemistry will be modified according to the new concepts.
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Dear Sandeep Jaiswal As you mention, science is following standard modeling of Bohr theory, (modeling nature is not science)m
When you investigate about atom, you will find standard model still a theory.
CERN never been observed electron or proton/neutron to this date.
On the other hand, earlier century, QM stablished due to connecting mechanical modern physics to atomic size.
All the above is fact.
Our universe has unit, and that indivisible intelligent atom.
So far no one ever contradict this paper, some CERN scientist read it as well. as far as I know.
In addition, one or two-dimension static equation cannot describe three-dimension of nature, sadly our scientists are following last century ideology with even think about it.
Please read it
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Crystal defect and yield Quantum?
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How to calculate the Quantum yield?
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A number of Python modules exisit for modelling the quantum outputs of quantum optical systems. With only one or two optical components and simple quantum states, system outputs can be calculated by hand. However, when the complexity increases, the benefits of having a Python module to check results or just save time is obvious. With quantum comms, computers and sensors being investigated seriously, the complexity is already high.
The availability of symbolic algebra programs in Python and Octave certainly are valuable for checking algebra, so you could start from scratch yourself to build somethings. However, in the case of quantum optics there are more rules for how things like creation operators and annihilation operators, hamiltonians etc act on states, so building from scratch is far from trivial.
Given a number of Python modules exist for performing this symbolic algebra, would there be any kind of consensus as to which one might be the best and most versatile to use, with the greatest number of users?
many thanks,
Neil
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many thanks for your help, i'll investigate both and see how i get on. Neil
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In the realm of physics, the relationship between quantum mechanics and thermodynamics has long posed a significant challenge. The Many-Worlds Interpretation (MWI) offers a fresh perspective, allowing us to rethink the implications of quantum events and their potential connections to entropy.
1. Fundamentals of Many-Worlds Interpretation
According to the Many-Worlds Interpretation, when a quantum event occurs, the universe splits into multiple parallel universes, each corresponding to a possible outcome. This viewpoint emphasizes the diversity and uncertainty inherent in quantum phenomena, challenging the classical understanding of measurement and observation.
2. Defining Entropy and Its Increase
Entropy is a physical quantity used to measure the disorder of a system. According to the second law of thermodynamics, in a closed system, entropy will naturally increase over time. The growth of entropy signifies the randomization of energy distribution and the reduction of usable energy within the system.
3. Analogy Between Many-Worlds Interpretation and Entropy
If we regard the "multiverse" as a closed system, the emergence of new universes with each quantum event can be seen as an increase in the states of the system. This point bears a certain similarity to the growth of entropy, as each universe split represents the addition of new possibilities and outcomes, thereby enhancing the overall disorder of the multiverse.
4. Impact of Quantum Events on Entropy
The occurrence of quantum events, especially in interaction with the external environment, leads to the phenomenon of decoherence, whereby quantum states become classical and more disordered. This process is closely related to the concept of increasing entropy, as the complexity and uncertainty of the system rise with the occurrence of quantum events.
5. Reconsidering the Physical Framework
Incorporating the Many-Worlds Interpretation into the discussion of entropy prompts us to rethink the boundaries between quantum physics and thermodynamics. In a sense, this line of thinking breaks the traditional physical framework, enabling us to find new relationships on both macroscopic and microscopic levels.
Conclusion
The exploration of the intersection between quantum mechanics and thermodynamics remains a promising area in contemporary physics research. The relationship between Many-Worlds Interpretation and entropy offers a new way of thinking that fosters a deeper understanding of the nature of the universe. As scientific technology continues to advance, these discussions may inspire further inquiries into the principles governing the workings of the universe and potentially lead to breakthroughs in our understanding of physics.
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Dear Dr. Shen Wei Chen,
You preface your deliberations containing no definite and plausible question (here I do agree with Dr. Antonov to 100%!) as follows:
'In the realm of physics, the relationship between quantum mechanics and thermodynamics has long posed a significant challenge. The Many-Worlds Interpretation (MWI) offers a fresh perspective, allowing us to rethink the implications of quantum events and their potential connections to entropy'.
Howbeit, the Entropy Notion is IMPLICIT in QM via the mathematical formula S = k*ln(W), the well-known Boltzmann-Planck formula, expressing Entropy notion (S) via the Probability (W) of Lord Almighty knows what exactly.
Some 100 years ago, Erwin Schrödinger has taken this mathematical formula and simply replaced the letter W in it with the Greek letter Ψ to try clarifying the notorious Probability notion, whereas Entropy S he dubbed 'Mechanical Action'.
This is how, Hon. Prof. Schrödinger has used the physically correct picture of the Entropy notion in his seminal research paper (although the Entropy is but never the Mechanical Action as it is; instead, it ought to be a Summary Counteraction in regard to the relevant/pertinent non-zero Action).
The only step Hon. Prof. Schrödinger has but not come, to clarify the picture at hand to its conceptual end, was - and still is - the Probability (W) of Lord Almighty knows what exactly, which has become the Wave Function (Ψ) of some mysterious 'Probability Waves' - as Hon. Albert Einstein has perfectly & duly dubbed it).
Howbeit, it is exactly this step Hon. Prof. Dr. Schrödinger had conceptually missed to perform that was nonetheless successfully gone by one of 'Widely Unknown' thermodynamicists, Dr. Georg(e) Augustus Linhart, who could still have managed to completely decipher the magic W in the S = k*ln(W), with the help of proving that W = 1 + T/Tc, where T is the absolute temperature - and Tc to represent some characteristic temperature constant to duly define the pertinent temperature scale... Dr. Linhart has published his result in the well-known academic journal (JACS) some 100 years ago as well...
...To this end, Quantum Mechanics ought to be a valid and fruitful physical theory to correctly deal with the Intrinsically Soft Matter -> and rooted in or based upon the purely voluntaristic operational positivism -> but owing its final and undoubtedly seminal success to the Probability Theory - and/or the Mathematical Statistics, the old-and-good mathematical weapon against the Sheer Ignorance of whatever nature and from whatever source.
To sum up, above here, I have just mentioned my results of the exploration on the intersection between the quantum mechanics and thermodynamics, and I cannot share your enthusiasm that this "remains a promising area in contemporary physics research".
Nowadays, Quantum Mechanics has become old-and-good tool of the physical/chemical/biological mathematics, it does not need revisions and/or adjustments. We only do not need to confuse it with mathematical physics, chemistry, biology, etc...
Respectfully yours,
Dr. Evgeni B. Starikov
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2) How is the formation of the universe?
The universe, at its most fundamental level, appears to operate according to the principles of quantum mechanics, where uncertainty and indeterminacy play key roles in shaping its evolution. In classical computational theory, Turing’s Halting Problem demonstrates that it is impossible to predict whether a system will reach a final state or run indefinitely. This raises profound questions about the nature of the universe: could it, too, one day halt, reaching a state where no further evolution is possible? However, the inherent unpredictability of quantum mechanics—through phenomena like superposition, quantum fluctuations, and entanglement—may offer a safeguard against such a scenario. This paper explores the intersection of quantum mechanics and the Halting Problem, suggesting that quantum uncertainty prevents the universe from settling into a static, final state. By continuously introducing randomness and variation into the fabric of reality, quantum processes ensure the universe remains in perpetual motion, avoiding a halting condition. We will examine the scientific and philosophical implications of this theory and its potential to reshape our understanding of cosmology.
Stam Nicolis added a reply:
The evolution of the universe, from the inflationary epoch onwards, is described by classical, not quantum, gravity.
Stam Nicolis added a reply:
Turing's halting problem doesn't have anything to do with the subject of cosmology, or any subject, where the equations that describe the evolution of the system under study are known.
In particular the answer to the question of the evolution of the universe is known: It's described by the de Sitter solution to Einstein's equations, that is its expansion is accelerating, although with a very slow rate. The question, whose answer isn't, yet, known is what happened before the inflationary epoch. It is for this question that a new theory is needed, that can match to classical description of spacetime and the quantum description of matter that emerged from it.
Stam Nicolis added a reply:
That quantum mechanics provides a probabilistic description isn't particular to it. Classical mechanics, also provides a probabilistic description, since classical systems are, typically, chaotic and integrable systems are the exception, not the rule. The only difference between a quantum system and its classical limit is the space of states.
Dale Fulton added a reply:
Turing's Halting Problem comes from computer sciences and the study of such systems. The question is whether nature obeys any of our "halting" knowledge and our myopic perspective of the universe. Likely not.
Javad Fardaei added a reply:
Dear Abbas We must realize that our universe is a complete entity that it is running billions of galaxies and place billions solar systems in each galaxy in most accurate way is not result of accident big bang, or run mechanically as our past icons (quantum mechanics, or any mechanical entanglement) stated it. Our universe like anything else (inside of it) has born and it has a natural journey. If you accept this fact, then we are in right track as far as knowing intelligent atom, not mechanical atom.
Unfortunately science believes someone imagination of collapsing our mechanical physics into nature (atom)
Reading this unprecedented articles might help your view of this magnificent universe of ours.
1-Article Universe's Rotation and Its Benefit:
2-Article Intelligent Atom:
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Subject: Invitation to Join Dailyplanet.Club and Response to Your Question on Universe Formation
Dear Abbas Kashani,
I hope you are doing well.
I would like to extend an invitation to you to join us at www.Dailyplanet.Club, a community of innovators, researchers, and forward thinkers exploring the boundaries of science, technology, and sustainability. Your interest in quantum mechanics and the formation of the universe aligns perfectly with our mission, and I believe your contributions would be highly valuable.
Regarding your question about the formation of the universe:
  • The Big Bang theory suggests the universe began as a singularity about 13.8 billion years ago, followed by rapid expansion. Quantum mechanics plays a crucial role in explaining early-universe phenomena, especially during the inflationary period when quantum fluctuations may have given rise to the large-scale structure we see today.
  • Quantum mechanics, with its inherent uncertainty and indeterminacy, governs the behavior of particles at the smallest scales, including the primordial particles in the early universe. This uncertainty may have influenced cosmic evolution, leading to the distribution of matter and energy across the cosmos.
  • Beyond classical understanding, theories like quantum gravity and string theory are being explored to unify general relativity with quantum mechanics, giving us deeper insight into how the universe operates at both cosmic and quantum scales.
That said, I believe that Darwin’s theory, while influential, is not entirely accurate when it comes to understanding the formation of the planet and the universe. We have found some amazing results at Dailyplanet.Club, which present a different perspective, showing how the universe and planetary formation could be viewed through a new, intuitive lens. These findings are only shared with our members, as we are building something transformative—not just a place for research, but a platform that makes a tangible difference by producing real-world innovations in factories, infrastructure, and beyond.
I hope this provides some insight, and I look forward to having you join Dailyplanet.Club, where together we can create something truly remarkable.
Best regards, MJ CEO, Dailyplanet.Club MJHSA Ltd.
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2) How is the formation of the universe?
The universe, at its most fundamental level, appears to operate according to the principles of quantum mechanics, where uncertainty and indeterminacy play key roles in shaping its evolution. In classical computational theory, Turing’s Halting Problem demonstrates that it is impossible to predict whether a system will reach a final state or run indefinitely. This raises profound questions about the nature of the universe: could it, too, one day halt, reaching a state where no further evolution is possible? However, the inherent unpredictability of quantum mechanics—through phenomena like superposition, quantum fluctuations, and entanglement—may offer a safeguard against such a scenario. This paper explores the intersection of quantum mechanics and the Halting Problem, suggesting that quantum uncertainty prevents the universe from settling into a static, final state. By continuously introducing randomness and variation into the fabric of reality, quantum processes ensure the universe remains in perpetual motion, avoiding a halting condition. We will examine the scientific and philosophical implications of this theory and its potential to reshape our understanding of cosmology.
Stam Nicolis added a reply:
The evolution of the universe, from the inflationary epoch onwards, is described by classical, not quantum, gravity.
Stam Nicolis added a reply:
Turing's halting problem doesn't have anything to do with the subject of cosmology, or any subject, where the equations that describe the evolution of the system under study are known.
In particular the answer to the question of the evolution of the universe is known: It's described by the de Sitter solution to Einstein's equations, that is its expansion is accelerating, although with a very slow rate. The question, whose answer isn't, yet, known is what happened before the inflationary epoch. It is for this question that a new theory is needed, that can match to classical description of spacetime and the quantum description of matter that emerged from it.
Stam Nicolis added a reply:
That quantum mechanics provides a probabilistic description isn't particular to it. Classical mechanics, also provides a probabilistic description, since classical systems are, typically, chaotic and integrable systems are the exception, not the rule. The only difference between a quantum system and its classical limit is the space of states.
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Dear Abbas We must realize that our universe is a complete entity that it is running billions of galaxies and place billions solar systems in each galaxy in most accurate way is not result of accident big bang, or run mechanically as our past icons (quantum mechanics, or any mechanical entanglement) stated it. Our universe like anything else (inside of it) has born and it has a natural journey. If you accept this fact, then we are in right track as far as knowing intelligent atom, not mechanical atom.
Unfortunately science believes someone imagination of collapsing our mechanical physics into nature (atom)
Reading this unprecedented articles might help your view of this magnificent universe of ours.
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In quantum mechanics, the wave function collapse describes how a particle's uncertain, probabilistic state solidifies into one measurable outcome upon interaction or observation. But what if we could extend this concept beyond the quantum realm, applying it to the macrocosm? This thought experiment proposes a revolutionary idea: just as quantum particles exist in superpositions until a collapse occurs, could reality itself exist in a kind of cosmic superposition, solidifying into the version we observe through large-scale processes?
This opens up a fascinating question: what if the macrocosmic collapse of reality could be reversed, revealing hidden layers, alternate timelines, or parallel worlds? Let’s explore several key ideas that could extend this quantum principle to our universe at large.
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Intelligence and the Instability of Reality
Incorporating intelligence into this framework of unstable reality and probabilistic outcomes offers an intriguing new dimension to our understanding of existence. Intelligence, both human and artificial, could act as a mechanism that interacts with and influences the probability field of reality, potentially playing a role in solidifying certain outcomes or revealing new ones. Here's how this could work:
Intelligence as a Collapsing Force
Much like an observer collapsing a wave function in quantum mechanics, intelligence could serve as a cosmic observer that influences the stability of reality. As intelligence advances, it might become capable of recognizing and interacting with the fluctuating states of the universe, applying its will or understanding to collapse probabilistic outcomes into a more stable or preferable reality. In this sense, intelligence could be seen as an agent of reality-shaping, with higher levels of intelligence able to exert more influence over the fabric of existence.
Intelligence and Emergent Properties
Intelligence itself could be viewed as an emergent property of this unstable, probabilistic universe. As the universe fluctuates, patterns of complexity might emerge—intelligence being one of them—that strive to stabilize and understand their surroundings. If intelligence is emergent, it might be naturally aligned with seeking order and stability, contributing to the process of solidifying reality. As intelligence grows and evolves, it may unlock the ability to explore hidden realities, moving beyond the confines of the unstable universe we currently perceive.
Evolving Intelligence in a Probabilistic Universe
As intelligence evolves, especially if it reaches the level of artificial superintelligence, it may gain the capacity to manipulate or even intentionally shift the probabilities governing reality. Just as we theorize the possibility of "revealing" hidden worlds by destabilizing the forces that hold our universe in place, a sufficiently advanced intelligence might discover how to navigate between different probabilistic states, revealing alternate dimensions or realities by consciously controlling these underlying processes.
Intelligence and Macrocosmic Understanding
In this framework, intelligence would not only observe and collapse reality but also evolve in response to the discovery of alternate or higher-stability realities. The idea of a more stable macrocosm could imply that intelligence evolves to comprehend and potentially integrate with this higher level of existence. If our universe is inherently unstable, intelligence may be the key to crossing the threshold into a more solidified macrocosm, serving as a bridge between fluctuating probabilities and stable existence.
---
Credit: Clint Price theorized the application of wave function collapse to the macrocosm, where intelligence might act as a collapsing force that stabilizes reality. Intelligence is proposed to influence the probabilistic nature of existence, possibly revealing alternate worlds and serving as an emergent force guiding reality toward a more stable form.
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A theory making just such a claim was recently published by Mark Kristian van der Pals (me) in a trilogy of papers in the International Journal of Quantum Foundations (IJQF).
Suppose for the sake of argument that the theory were correct—that the world really is analogue rather than digital on a fundamental level, despite the evidence to the contrary. What would it mean for the search for a quantum theory of gravity? Would it mean that the search is fundamentally misguided? Or would that depend on the details of the theory?
If the latter, perhaps some experts out there could take a close look at the proposed theory (and at what it says about quantum fields) and let me know? The second of the three papers, ‘A Note on a Possible Solution to the Measurement Problem’, IJQF 10, 1, 2024, uploaded onto my profile in ResearchGate, contains all the relevant details for the purpose of the present question, including how the theory evades the various no-go theorems owing to its retrocausality. (The other two papers of the trilogy are 'What Is It That “Waves” in Wave Mechanics?’, 9, 4, 2023; and ‘How Come the Quantum? A Deeper Principle Behind Quantization’, 10, 3, 2024.)
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Andre
You get away with a lot of things, by talking about ancient stuff.
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  • I am working on phthalocyanine molecules and recorded photoluminescence absorption and emission in the range 345-700 nm. The compound is in both solid thin film as well as solution form I want to see the non radiative relaxation which proves the mono disperse and aggregated conditions
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If you want to get quantum yield, you can do it by two methods. The first is comparative, which means that you have some standard with a known quantum yield, e.g. Phthalocyanine has 0.6 (Seybold, 1969a). You then measure the emission and absorption spectrum of the sample as well as the standard at different concentrations. You integrate the fluorescence bands and then plot a graph of the integrated fluorescence intensity vs absorbance. The quantum yield of the unknown sample is given by the equation:
Q_s = Q_r x (a_s/a_r) x (n_s/n_r)^2
Where: Q - quantum yield
a - slope of the graph
n - refractive index
subscripts s (sample) and r (reference)
The second method is a direct measurement using an integrating sphere. Then you know the ratio of photons emitted to photons absorbed. the case of your film measurements, it seems to me that this would be a better method
As for the aggregated environment, you already get some confirmation from the spectra you uploaded. The band at about 465 nm in the film comes from aggregated molecules
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I was thinking about how elements on the periodic table... Metals never act as non metals and non metals never act as metals... But under the right conditions semiconductors can act as both even though they possess one characteristic initially... What if quantum objects are actually neither particles nor waves but actually something "in between" which is why they can exhibit both characteristics at the right conditions
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see everything depends on observation no matter relativistic or non nrelativistic. On the basis of that measurement are done, We may be living entitty according to defined parameter of humans but may be we are not living entitity according to some other objects measurements. So we can say quantum or classical they alll are living entity , they will change their behaviour by measuring the environmrnt around it after observation than they will act.
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2) How is the formation of the universe?
The universe, at its most fundamental level, appears to operate according to the principles of quantum mechanics, where uncertainty and indeterminacy play key roles in shaping its evolution. In classical computational theory, Turing’s Halting Problem demonstrates that it is impossible to predict whether a system will reach a final state or run indefinitely. This raises profound questions about the nature of the universe: could it, too, one day halt, reaching a state where no further evolution is possible? However, the inherent unpredictability of quantum mechanics—through phenomena like superposition, quantum fluctuations, and entanglement—may offer a safeguard against such a scenario. This paper explores the intersection of quantum mechanics and the Halting Problem, suggesting that quantum uncertainty prevents the universe from settling into a static, final state. By continuously introducing randomness and variation into the fabric of reality, quantum processes ensure the universe remains in perpetual motion, avoiding a halting condition. We will examine the scientific and philosophical implications of this theory and its potential to reshape our understanding of cosmology.
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The evolution of the universe, from the inflationary epoch onwards, is described by classical, not quantum, gravity.
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Currently i am dealing with a QB out of the Heisenberg spin chain, say XX, and for certain particular values of spin-orbit coupling, I am getting negative ergotropy, and the initial state i am assuming for the QB is Gibbs thermal state.
I dont find literature on this issue on how it can be possible, and from the computational point of view, i can safely say the calculations are right, but I can't say anything about the occurrence of negative ergotropy.
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I am refering to ergotropy not entropy.
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How Penrose - Hameroff theory is crucial to answer this question?
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AI doesn't have anything to do with consciousness, so there's no bridge to build.
We're not instantly connected to anything, either; ``instantaneous transmission'' of any information (e.g. forces) is an approximation, that's understood for more than a century now.
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Where does a linear oscillator in its highest quantum state get its energy from?
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Also the so called varational method
Provides a close approximation to this
Energy level.
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We assume that if the scalar energy density U(x,y,z,t) is expressed in a discrete 4D unit space then it acquires the properties of vectors,
div .U = ρ(u) . . . (1)
And,
Curl x [U] = - A. d/dt)partial [U] . . . (2)
Remember that div Curl = Nabla^2
SO,
d/dt)partial [U] = Nabla^2 U(x,y,z,t) + ρ(u) . . . . (3)
Where U(x,y,z,t) is any energy density field (classical or quantum) living and functioning in unitary 4D space.
Equation 3 is Laplacian's theorem in 4D unit space which has great applications in mathematics and theoretical physics and yet it is still missing.
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If you go into relativism and use time as the fourth dimension. . . But why if Einstein's relativistic space is only a subset of the proposed 4D unitary discrete statistical space, as illustrated in the following ResearchGate Q/A:
Is the unit space of Einstein's relativity a subset of the string space of matrix B or vice versa?
To introduce more clarity on the subject, we compare the structure and properties of the proposed 4D unit space with those of current existing 4D spaces, namely the,
A-stochastic Markov space.
And
B-Einstein relativity space.
A -Markov chains [6],
In both chains, the Markov and matrix B chains,the dimensionless time t is expressed by t = Ndt,
i-The solution of the Markov chains can converge to the required solution or not, an additional condition is required while the convergence of all B chains towards the solution of the IC-BC problem is ensured for all values ​​of the RO element of [0.1] .
ii- It is not easy to find eigenvalues and eigenvectors for M-Matrix while it is simple for B-Matrix and for its summation of the power series.
iii-Markov chains are not able to deal with the source/sink term S or boundary conditions BC, but B chains can.
Contrary to the Markov statistical chains, The B-transition matrix has a place for boundary conditions vector b and source term vector S in addition to initial conditions IC.
The conclusion is that B matrix chains are superior to Markov ones.
B-Einstein's theories of special and general relativity,
i-Einstein space and matrix string space B are included in a 4-dimensional unitary space where space and time are not separate entities but rather intertwined in a four-D
ii-The framework of Einstein's physics is the continuum [7,8] but
since the universe is discrete, we assume that it is more likely that the 4D Einstein unit space (for special and general relativity) is classified as a subset of the B-matrix unit string space 4D than the reverse.
The conclusion is that the proposed B-matrix string space is superior to Einstein's.
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In quantum cryptographic protocols, participants typically share both a quantum channel and a classical authenticated channel. Authenticated channels ensure that messages come from legitimate senders and have not been tampered with. However, these channels do not inherently protect against the interception or blocking of messages by an adversary. Blocking or delaying messages in the classical channel is considered an active attack.
Many sources, including the first article in quantum key distribution by Bennett and Brassard, mention that the public channel between participants is only susceptible to passive attacks, not active attacks.
My question is: In quantum cryptographic protocols (such as QKD, QSS, and QPC), can an attacker block or delay messages in the public channel without being detected? If so, wouldn't that compromise the security of many well-established protocols such as the BB84?
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Based on Einstein's special relativity, light speed is limited, but, the entanglement of the quantum states proves the instant replacement of information between two entangled quantum states.is there any contradiction in this regard?
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Entanglement is one of the most fundamental yet confusing consequences of the Quantum Nature of the world. It has been proven to be a correct description of nature in a large number of increasingly sophisticated experiments, and it is already used for practical applications, including information transfer ("teleportation") and quantum computing. All attempts (including by Einstein, Podolski and Rosen and many others) to come up with an explanation that supersedes the purely statistical interpretation of QM have been proven to be incompatible with experiments (see Bell's theorem).
The "conflict" with Einstein's theory of special relativity is only an apparent conflict - somehow we cannot imagine how the "quantum state" of one particle in an entangled pair can instantaneously change due to a measurement on the other particle, without there being some information exchanged between the two. However, none of the above experiments REQUIRES an exchange of ANYTHING between the 2 particles - the only thing that changes instantaneously is our knowledge of their state. In particular, quantum entanglement CANNOT be used to transfer information or anything else faster than the speed of light, so there really is no contradiction.
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🚀 Introducing OpenQP: A new open-source platform for quantum chemical collaboration, now live at [OpenQP on GitHub](https://github.com/Open-Quantum-Platform/openqp). Discover innovative features like the Mixed-Reference Spin-Flip Time-Dependent Density Functional Theory (MRSF-TDDFT) and more in our latest manuscript: [Read here](https://doi.org/10.26434/chemrxiv-2024-k846p).
👏 Kudos to incredible people: Vladimir, Konstantin, Igor, Jingbai, and many others whose dedication made this possible!
OpenQP (Open Quantum Platform) tackles sustainability and interoperability challenges in computational chemistry. The platform offers a range of autonomous modules for quantum chemical theories, including energy and gradient calculations for HF, DFT, TDDFT, SF-TDDFT, and MRSF-TDDFT, facilitating seamless integration with third-party software.
### 🔍 Key Features of OpenQP
- Autonomous modules for quantum chemistry theories, enhancing interoperability.
- Ground and excited state properties computed using [MRSF-TDDFT](https://doi.org/10.1021/acs.jpclett.3c02296).
- Nonadiabatic coupling via [TLF Technology](https://doi.org/10.1021/acs.jpclett.1c00932) using MRSF-TDDFT.
- Innovative DTCAM series [exchange-correlation functionals](https://doi.org/10.1021/acs.jctc.4c00640).
### 🚀 What’s Next?
- Spin-Orbit Coupling via [Relativistic MRSF-TDDFT](https://doi.org/10.1021/acs.jctc.2c01036).
- Ionization Potential/Electron Affinity with [EKT-MRSF-TDDFT](https://doi.org/10.1021/acs.jpclett.1c02494).
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Very interesting. I hope that I can join in.
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Could fuzzy logic be applied to quantum weak measurements as new approach to provide a probabilistic global measurement and thus avoid the collapse of the wave function? In other words, could weak measurement devices be equipped with AI fuzzy logic to collect the minimum amount of data on the quantum system ?
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The Von Neumann quantum measurement theory and Zurek reformulation are based on an assumption that the quantum system, apparatus and environment obey the quantum mechanics rules. According to the Zurek theory the observers typically interact with their surrounding environments. In this article, we give a more realistic picture of the quantum measurement theory; we have proposed an improvement to Zurek quantum measurement theory based on the fuzzy logic and fuzzy set theory.
Regards,
Shafagat
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Quantum already has quantum networks. Complex networks are also a kind of network. Is there any connection between them? How can we construct a quantum complex network to explore the structure of the network? Is such an idea feasible? If it is feasible, what are the difficulties? What are the applications in which aspects?
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Mingli Lei : I'm sorry that I can't answer your question. I got into this without being a help, for my own selfish reasons (wanting an answer to my own question), because I am confident that the person that eventually does answer your question will also answer mine. I truly believe that our questions have enough in common so that any help with one question is also help with the other, so my motive is not entirely selfish. Igor Faddeenkov seems to be up on this stuff. His post made me think that he might be the one with the answers. I am hopeful.
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This question invites researchers from different fields—quantum physics and thermodynamics—to explore interdisciplinary connections. By bridging two seemingly unrelated domains, it encourages discussions on novel applications of quantum phenomena to classical systems. This could lead to groundbreaking insights and experimental proposals, attracting a wide audience keen on exploring the frontiers of physics.
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I dont expect that much from that combination , perhaps missing something.
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In quantum fluids the phase of a wavefunction is smooth and can be represented by a topological manifold of genus 0, the velocity creates a vector field over this manifold. Then can the hairy ball theorem be directly applied to state that there must exist a point where the vector field creates a vortex, showing a purely mathematical reason for the formation of vortices?
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No. The hairy ball theorem simply leads to a condition on the phase of the wavefunction, so that it remain single-valued. Furthermore, the wavefunction refers to the state of the system in phase space, not in spacetime.
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In the history of natural science, the ruling class had the power, but the underdog (the ruled) had the truth. This contradiction pushed science forward. Pre-quantum natural science and even now, had/have no clear ideas about the ontological question of how the universe came to be. Mythology, Theology and Speculations depended on a "First Cause" of creation by God in the finite past. In other words, Metaphysics depending on causality, substituted for science; but this Metaphysics could not even imagine in its wildest dream, the quantum nature of objective reality, before it was discovered – a revolutionary development in natural science like never before! Only G.W.F Hegel through his dialectical philosophy of space-time-matter-motion in a very obscure and highly speculative way anticipated the quantum phenomena of objective reality. Now that the quantum reality is being established through practice from the microcosm to the macrocosm of the Infinite, Eternal and Ever-changing universe; can Metaphysics and the old established order survive much longer?
DIALECTICS NOT METAPHYSICS OF NATURE: FROM THE QUANTUM TO THE COSMIC :
" The Infinite - As a Hegelian Philosophical Category and Its Implication for Modern Theoretical Natural Science":
The Philosophy of Space-Time: Whence Cometh Matter and Motion? JOURNAL OF ADVANCES IN PHYSICS, 12(2), 4270–4277. https://doi.org/10.24297/jap.v12i2.163
"Ambartsumian, Arp and the Breeding Galaxies" : http://redshift.vif.com/JournalFiles/V12NO2PDF/V12N2MAL.pdf
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The book referred to, in the introduction, unfortunately is not available through RG, only the Preface is available.
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This discussion concerns the positivist versus the realist interpretation of quantum non-locality in the framework of EPRB experiment. It's about the possibility to change this question of interpretation into a falsifiable proposal: the conservation (or not) of 2-time correlations on Bob's side as long as only Alice performs polarization measurements.
More precisely, the article "Each moment of time a new universe" (https://arxiv.org/abs/1305.1615) by Aharonov, Popescu and Tollaksen, presents:
  • a T-symmetric formulation of the temporal “evolution” of a quantum system which does not evolve (H=0)
  • a very important consequence predicted thanks to this formulation concerning the interpretation of the EPRB experiment.
Cf. this very interesting 8 pages article (https://arxiv.org/pdf/1305.1615) and a video presented by Popescu (https://www.youtube.com/watch?v=V3pnZAacLwg).
Thanks to their 2-state vector T-symmetric formalism (https://arxiv.org/abs/quant-ph/0105101), Aharonov, Popescu and Tollaksen notably highlight the following facts:
  • as long as no quantum measurement is carried out on a given quantum system (undergoing a H=0 Hamiltonian evolution) the 2-time measurement O(t2) - O(t1) between instants t1 and t2 vanishes whatever the observable O. This proves the existence of a time correlation between successive states of a quantum system as long as it doesn't undergo any quantum measurement.
  • On the contrary, the correlation O(t2)-O(t1) = 0 is broken between instants t1 and t2 respectively preceding and following a quantum measurement (except in the specific cases when the measurement result is an eigenstate of O).
Concerning EPRB type experiment, this document indicates §Measurements on EPR state:
  • The break, on Alice's side, of the 2-time correlations between instants t1 and t2 preceding and following a quantum measurement by Alice. Indeed, except in a particular case when the measurement result is an eigenvalue of O, the 2-time correlation O(t2) - O(t1) = 0 is lost.
  • The conservation, on Bob's side, of the 2-time correlations O(t2) - O(t1) = 0 as long as Bob doesn't make any measurements on his side.
Thus, the 2-state vector time-symmetric formalism shows the asymmetry of the quantum state obtained, during an EPRB experiment, after a measurement carried out on one side only. That asymmetry doesn't show up in the standard formulation. Consequently, the standard one-state vector time-asymmetric quantum formalism suggests a (hidden) relativistic causality violation. On the contrary, the conservation of the 2-time correlation in the 2-state vector formalism provides, in my view, a proof that, on Bob's side, nothing happens as long as only Alice carries out quantum measurements on her side.
This seems providing a testable prediction allowing us to decide between:
  • a realist interpretation of the EPRB experiment where the quantum state is interpreted as the model of an objective physical state (cf. On the reality of the quantum state, https://arxiv.org/abs/1111.3328) and the reduction of the wave packet as instantaneous, non-local AND objective, cf.:
- Special Relativity and possible Lorentz violations consistently coexist in Aristotle space-time https://arxiv.org/abs/0805.2417 ...
  • on the contrary, a positivist interpretation of the EPRB experiment, the instantaneous and "non-local reduction of the wave packet" is interpreted as an irreversible and local record of information, hence up to be read by an observer carrying out the measurement, without objective change of Bob's photons state when only Alice performs polarization measurements on her photons. cf.:
When only Alice carries out measurements on her side, the prediction of the conservation of the 2-time correlation on Bob's side, resulting from the 2-state vector time-symmetric formalism, decides, in my view, in favor of the positivist interpretation of the EPR non-locality. In my view, the positivist interpretation becomes a falsifiable physical postulate instead of a pure philosophical question.
Such an experimental verification seems solving a 40 years debate between positivist and realist interpretations of Bell's inequalities violation. Hence, this experimental validation seems deserving to be carried out (but I don't know if it has already been Achieved).
Would you agree with this view?
(1) Note, however, that E.T. Jaynes supports a realist interpretation of physics and its role despite, paradoxically, his insistence on the importance of Bayesian inference and the broad development he gave to this approach (cf. Maxent https://bayes.wustl.edu/etj/articles/rational.pdf)
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You should not forget the third answer: Measurements of entganglement do not prove entanglement because of a fundamental missinterpretation of the results.
The most simple local "Entanglement" calculation:
A detection rate of > 82.8 % has never been realized.
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Some articles write as carbon dots and some write as carbon quantum dots.But I couldn't see a correct difference between the two.can anyone help to give a correct answer
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Thank you so much sir
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We assume that the cat in a box paradox may allow an additional approach to include multiple cats in the same box.
We can now see two seemingly different views, quantum and classical.
The difference is huge and compares quantum probability to modern statistical probability.
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The starting point for obtaining the modified Schrödinger PDE describing ψ^2(x,y,z,t) cannot be the Schrödinger PDE itself because it is not complete.
The starting point is the following PDE,
dU/dt)partial=D.Nabla^2 U +S(x,y,z,t) . . . (1)
Where U=ψ^2=ψψ*.
Equation 1, just like Schrödinger's classic PDE, applies to infinite free space and must be supplemented by rules of vacuum dynamics, the most important of which is:
S(x,y,z,t) =Constant * V(x,y,z,t) . . . . (2)
In addition to other commonly accepted rules of vacuum dynamics.
In this case, in simple terms, ∫E∙dt can also be dimensionless.
In such a context, if we consider that time is discretized and woven into the 4D unit space, this would quite indicate a quantized, complete and simultaneous quantum state of the system.
Additionally, the principle of least action is inherent to the solution, which is not always the case for the classic Schrödinger equation.
To be continued.
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Hey, according to quantum mechanics the quantum particles are in superposition always and only get a defined position if observe, and since we are made of quantum particle, does this mean we only exist because we are observing ourselves and if we stop observing we won’t exist and same can be applied to the reality, can somebody correct me if I am being wrong someplace
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The statement about quantum mechanics is incorrect. Quantum mechanics does not state that particles are always in a superposition of states (which doesn't mean anything). What it does state is that the only observable property of any quantity is its probability distribution. Which describes the probability of finding the system under study in many more states than the classical limit would imply. Reality is described by this distribution, that becomes concentrated around the values of the classical limit in that limit, which is when quantum fluctuations can be neglected.
It doesn't make any statement about the existence or not of systems that aren't observed; which isn't different from what occurs in classical physics, however, either. The only difference between a quantum system and its classical limit is the space of possible states.
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in the article “Two roads to retrocausality”,this question has been talked about。but the conclusion “continuous path” and “all-at-once" I cant understand clearly。
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Tricky…
The article “Two Roads to Retrocausality” discusses two different perspectives on how retrocausality might work in the context of quantum mechanics. The terms "continuous path" and "all-at-once" represent two distinct approaches to understanding how events might influence each other backward in time.
Continuous Path
The "continuous path" approach implies that retrocausal influences are mediated through a continuous process. This means that there is a smooth, uninterrupted trajectory connecting past and future events. This viewpoint aligns with the classical understanding of causality where events unfold in a linear, step-by-step manner. In this framework, retrocausality would involve a continuous feedback loop where future states can influence past states incrementally over time.
All-at-Once
The "all-at-once" approach, on the other hand, suggests that retrocausal influences occur in a non-linear, holistic manner. In this perspective, the entire sequence of events (past, present, and future) is determined simultaneously. This view is more aligned with certain interpretations of quantum mechanics where the entire wave function collapse happens in a single, non-sequential manner, implying that future and past are co-determined in a single, global event.
Key Differences
- Temporal Flow: In the continuous path model, there is a temporal flow where influences propagate smoothly backward in time. In the all-at-once model, there is no temporal flow; instead, the past and future are interlinked in a timeless manner.
- Determinism: The continuous path model maintains a form of determinism where changes happen incrementally. The all-at-once model implies a more holistic form of determinism where the outcome is predetermined as a whole.
- Conceptual Ease: The continuous path model is conceptually easier to grasp since it follows our classical intuition about how events unfold over time. The all-at-once model, however, requires a shift in thinking towards a more non-local, non-sequential understanding of time and causality.
Understanding these two approaches helps in grasping the broader implications of retrocausality, and how they might reconcile with our current understanding of time and events.
i can’t help but think the fundamental question is whether time is an emergent property or a constant
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I'm making quantum well with 2 different bandgap materials, but I'm not sure quantum confinement effect was occurred because the well width is ~ 60 nm.
How can I make sure that effect? Is there any technique or equipment (for example, PL) to measure quantume confinement?
Thank you.
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Kuantum kuyusu için sonlu veya sonsuz kuyu olup olmadığına bakılır. x, y ve z sınır koşulları ile enerji hesaplanır. Kuyu genişliği hangi koordinatlar üzerinde ise o koordinatların enerjisi hesaplanır. Sonsuz kuyu için x ekseni üzerindeki enerji, sonlu kuyu için x, y, z düzlemi için sınır koşulları sağlanır ve enerji hesaplanır. Kuantum hapsetme etkisini ölçmek için kuyudaki enerjiyi ölçmek gerekiyor.
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Hello guys, I want to know how to make sigle or two hole spin qubit quantum gate in Laboratory using germaniuim. We have only sputtering machine to deposit materials, but dont have any lithography technique to make confined regions (quantum dots). I have no clue to start that process. I can make Germanium wafers in our lab as a substrate. can you please suggest a method to do that?
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Trivalent elements shall be used as dopant in the germanium for the pupose of hole type Qbits. But you need advanced methods to have it done, to handle with single bits,
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Warren C. Gibson. “Modern Physics versus Objectivism.” The Journal of Ayn Rand Studies, vol. 13, no. 2, 2013, pp. 140–59. JSTOR, https://doi.org/10.5325/jaynrandstud.13.2.0140. Accessed 16 June 2024. "Leonard Peikoff and David Harriman have denounced modern physics as incompatible with Objectivist metaphysics and epistemology. Physics, they say, must return to a Newtonian viewpoint; much of relativity theory must go, along with essentially all of quantum mechanics, string theory, and modern cosmology. In their insistence on justifications in terms of “physical nature,” they cling to a macroscopic worldview that doesn't work in the high-velocity arena of relativity or the subatomic level of quantum mechanics. It is suggested that the concept of identity be widened to accommodate the probabilistic nature of quantum phenomena."
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I completely agree with Peikoff and Harriman
Already in the 1920's Alfred Korzybski was warning:
Bending facts to theories is a constant danger, whereas bending theories to facts is essential to science. Epistemologically, the fundamental theories must develop in converging lines of investigation, and if they do not converge, it is an indication that there are flaws in the theories, and they are revised.” ([1], page liii) Alfred Korzybski, 1921
Quoted from (PDF) Our Electromagnetic Universe (Expanded republication PI).
Following his recommendation, and going back to Wilhelm Wien's 1901 project to consider electromagnetic mechanics as a better foundation to both kinematic and electromagnetic mechanics rather than kinematic mechanics chosen in 1907, the following developments were progressively described:
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The central idea in Jewish philosophy is that God is a singular, indivisible entity beyond human comprehension, distinct from any creation or being. Understanding God as each being's individualized higher self might not be entirely aligned with this. However, Jewish mysticism does talk about the concept of a Divine spark within every living being, indicating a connection and inherent sacredness. Thus, one could think of seeking alignment with their 'higher self' as trying to live in accordance with God's laws and the spark of divine within them. It's important to note that interpretations can vary widely, and other religions or spiritual traditions might have different understandings of the relationship between God and the self.
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The holographic principle, which posits that the information contained within a volume of space can be represented on its boundary, has profound implications for quantum mechanics. In my paper " " I explore how this principle can explain quantum phenomena such as entanglement and wave function collapse.
  1. Quantum Entanglement: I propose that particles have dedicated addresses in the event horizon, correlating with the holographic principle. This model suggests that entangled particles interact through their shadows projected onto different spacetime fabrics, providing a new perspective on instantaneous communication between entangled particles. In the holographic plane, entangled particles are next to each other, which facilitates this instant interaction.
  2. Wave Function Collapse: My model describes wave function collapse as a result of interactions across multiple unreal worlds, viewed as projections on the holographic plane. This offers an alternative explanation to the infinite branching universes theory, aligning with the holographic principle by preserving and transferring quantum information (After collapse particles are assigned new address in holographic plane).
  3. Complex Vector Spaces: By representing particles in complex vector spaces, I align with the holographic principle, suggesting that the real and imaginary components of quantum states can be viewed as projections in different dimensions. This enhances our understanding of particle behavior at the quantum level.
  4. Resolving the Delayed Choice Experiment Paradox: In my paper, I address the Wheeler's delayed choice experiment and resolve its paradox using the holographic principle. The decision to observe the particle as a wave or a particle is made in the holographic plane where all possible outcomes exist simultaneously. The observed outcome in our reality is a result of these interactions in the holographic plane, effectively resolving the paradox.
These points illustrate how the holographic principle can provide a unified framework for understanding quantum mechanics and cosmology. For a detailed exploration of these ideas, you can refer to my paper available on ResearchGate.
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It applies in the following way: Quantum mechanics is a theory with one-dimensional worldvolume, the time direction, so it’s the boundary of a two-dimensional spacetime, of classical gravity. One example is the AdS2/CFT1 correspondence.
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These three areas are quite different, although they can touch on related ideas in some ways. Here's a breakdown:
  • Information theory: This is a branch of applied mathematics that focuses on quantifying, storing, and transmitting information. It uses concepts from probability and statistics to analyze how efficiently information can be communicated through channels with noise or limitations.
  • Concrete concepts: This refers to ideas that are well-defined, specific, and easy to grasp. They are not abstract or theoretical. Examples include the concept of a chair, the number 5, or the color red.
  • Critical rationalism: This is a philosophical approach to knowledge acquisition. It emphasizes the importance of testing and criticizing ideas to see if they hold up under scrutiny. It rejects the notion of absolute certainty and suggests that knowledge is always provisional, open to revision based on new evidence.
There might be some connections:
  • Information theory and concrete concepts: Information theory can be used to analyze how efficiently concrete concepts are communicated. For example, a simple concept like "red" might require fewer bits to transmit than a more complex idea.
  • Critical rationalism and information theory: Critical rationalism can be used to evaluate the quality of information itself. If information is incomplete, contradictory, or not well-sourced, then a critical rationalist approach would be to question its validity.
Overall, information theory is a mathematical framework, concrete concepts are specific ideas, and critical rationalism is a way of approaching knowledge. They are all valuable tools in different areas.
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I am new to computational calculations and it is very difficult to select a pc or laptop for quantum chemical calculation. It would be great if anyone just give me a list contains specified type of processor, motherboard, ram, gpu for good start with computational calculations?
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As a beginner in computational calculations, it's understandable that selecting the right hardware can be a daunting task. Here's a general recommendation for a PC or laptop configuration that should provide a good starting point for quantum chemical calculations:
Processor (CPU):
- Intel Core i7 or Ryzen 7 processor
- Recommended models: Intel Core i7-11700K or AMD Ryzen 7 5800X
Motherboard:
- Compatible with the chosen CPU
- Supports features like PCIe 4.0, USB 3.2, and SATA 6Gb/s
- Recommended motherboards: ASUS ROG Strix Z590-E Gaming WiFi or MSI MPG X570 Gaming Plus
RAM:
- 32GB DDR4 RAM
- Recommended speed: 3200 MHz or higher
GPU (Graphics Processing Unit):
- For quantum chemical calculations, a dedicated GPU is not as crucial as it is for other computational tasks, such as molecular dynamics simulations. However, a moderately powerful GPU can still be beneficial.
- Recommended GPU: NVIDIA GeForce RTX 3060 Ti or Radeon RX 6800 XT
Storage:
- 1TB or larger solid-state drive (SSD) for the operating system and software installation
- Additional hard disk drive (HDD) for data storage, if needed
Power Supply:
- 650-750 watts, 80+ Bronze or higher efficiency rating
- Recommended models: Corsair RMx Series or EVGA SuperNOVA G3
Cooling:
- High-quality CPU cooler, either a large air cooler or an all-in-one liquid cooler
- Adequate case airflow and fans for the overall system
Operating System:
- Windows 10 or 11 (64-bit)
- Alternatively, you can consider a Linux distribution like Ubuntu or CentOS, which are commonly used in computational chemistry.
Partial credit AI
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Quantum tornado theory, theory of everything, theory that explains the acceleration of the fall of objects (gravitation), and the creation of mass in particles as occurring according to the same mechanism, which is the pressure of dark matter in the form of a tornado on the particle located inside the tornado
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The theory aligns with the Theory of General Singularity (TGS), which provides a framework for understanding the quantum origins of gravity and the fundamental structure of spacetime. TGS posits that spacetime behaves like a quantum liquid, referred to as the Y2G phase, composed of discrete "atoms of space" that combine to form "molecules." This model suggests that gravitons, the carriers of gravitational force, emerge as bound states of photon pairs within this quantum fluid, thereby fundamentally linking light and gravity.
Central to TGS is the Gertsenshtein effect, which facilitates the transformation between photons and gravitons under strong gravitational or electromagnetic influences, suggesting a pathway to unify gravity with electromagnetism. The theory also introduces the concepts of gravitational and spacetime heat, providing a thermodynamic perspective on the emergent properties of spacetime, analogous to temperature effects in molecular kinetics.
Support for TGS is derived from various experimental observations, notably the detection of chiral graviton modes in fractional quantum Hall liquids, which align with the theory's predictions about quantum spacetime dynamics. Additionally, Terrestrial Gamma-ray Flashes (TGFs), intense bursts of gamma rays from atmospheric lightning, underscore the theory's validity. These flashes, potentially linked to micro black holes or dark matter particles created by high-energy lightning strikes, mimic conditions where spacetime itself undergoes quantum fluctuations, leading to observable high-energy phenomena.
Furthermore, observations around Sagittarius A*, the supermassive black hole at the center of our galaxy, provide macroscopic support for TGS. The observed dynamics there suggest a holographic nature of spacetime, where boundary theories can encapsulate bulk phenomena, consistent with TGS's predictions.
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Our current scientific understanding uses two separate theories: gravity (general relativity) and the quantum world (quantum mechanics). These seem to contradict each other because gravity works on a large scale with smooth spacetime, while the quantum world is about the very small and operates in probabilities.
Scientists are looking for a "grand unified theory" that can explain both. Some promising contenders include String Theory and Loop Quantum Gravity, but they haven't been definitively proven yet.
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To look for unification at the universal level flies in the face of common logic. Physicists do not recognize their own brain fart.
When we encounter an omelet, does anyone really believe the egg is still whole, somehow? Of course not.
We live in a result, and that means the setup from which we originated had a fundamental mishap.
--
In the Big Whisper model (a Big Bang model), the quarks are the essence and tell us the correct story. Here just a few details:
Quarks do not exist by themselves, which means they were established under extreme circumstances.
The Cosmic Microwave Background Radiation is the moment when the extreme circumstances finally subsided to a normal level again. That is the moment the newly created quarks were able to align themselves with other quarks, instantly.
What is required for this setup is extreme inward pressure. There is no need for a super-hot state because the forging of the quarks did not happen mid center, but rather in Zone 2, quite a large distance removed from the mathematical center.
Do not meld everything into one event. The scientific data is all about the first appearance of matter.
The scientific data is NOT about the beginning of energy, time or space, so do not meld all into one event. We are NOT witnessing a creation story. We are witnessing a transformation story.
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We assume that V(x,y,z,t) is the external potential applied to the quantum particle enclosed in a closed system.
What is quite surprising is that there exists another spontaneous component for V which comes from the energy density of the system itself expressed by,
V(x, y, z, t)=Cons U(x, y ,z ,t) . . . . (1)
Eq 1 is a revolutionary breakthrough.
Equation 1 means that quantum energy can be transformed into quantum particles and vice versa.
Additionally, Equation 1 (predicted by the B-matrix chains of the Cairo Statistical Numerical Method) eliminates any confusion about whether the Schrödinger PDE is a wave equation or a diffusion equation and provides a definitive answer:
she could be both.
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Answer II-Continued
The death of critical thinking will kill us long before AI. (Joan Westenberg)
This is just a brief response to shed some light on the question and its answer and to thank our Argentinian friend for his helpful response.
Schrödinger's PDE,
i h dΨ/dt)partial=h^2 . Nabla^2 Ψ/2m + V Ψ . . . . (1)
is precise but incomplete.
Now think about solving SE for Ψ^2 and not Ψ.
Equation 1 transforms to,
dΨ^2/dt)partial=C1. Nabla^2 Ψ/2m + C2 .V . . . . (2)
With the following hypotheses proven numerically,
i-Ψ^2=Ψ . Ψ*
ii-Ψ^2 is exactly equal to the quantum energy density of the quantum particle.
iii-Ψ^2 is exactly equal to the probability of finding the quantum particle in the 4D unit volume element x-t "dx dy dz dt"
iv-Real time t is completely lost and replaced by the dimensionless integer N dt.
Where N is the number of iterations or repetitions and dt is the time jump.
Equation 2 belongs to and is solved by matrix mechanics.
Equation 2 does not need any PDE or FDM method to be solved.
What is quite surprising is that equation 2 is more informative than equation 1.
To be continued.
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"How do we understand special relativity?"
The Quantum FFF Model differences: What are the main differences of Q-FFFTheory with the standard model? 1, A Fermion repelling- and producing electric dark matter black hole. 2, An electric dark matter black hole splitting Big Bang with a 12x distant symmetric instant entangled raspberry multiverse result, each with copy Lyman Alpha forests. 3, Fermions are real propeller shaped rigid convertible strings with dual spin and also instant multiverse entanglement ( Charge Parity symmetric) . 4, The vacuum is a dense tetrahedral shaped lattice with dual oscillating massless Higgs particles ( dark energy). 5, All particles have consciousness by their instant entanglement relation between 12 copy universes, however, humans have about 500 m.sec retardation to veto an act. ( Benjamin Libet) It was Abdus Salam who proposed that quarks and leptons should have a sub-quantum level structure, and that they are compound hardrock particles with a specific non-zero sized form. Jean Paul Vigier postulated that quarks and leptons are "pushed around" by an energetic sea of vacuum particles. 6 David Bohm suggested in contrast with The "Copenhagen interpretation", that reality is not created by the eye of the human observer, and second: elementary particles should be "guided by a pilot wave". John Bell argued that the motion of mass related to the surrounding vacuum reference frame, should originate real "Lorentz-transformations", and also real relativistic measurable contraction. Richard Feynman postulated the idea of an all pervading energetic quantum vacuum. He rejected it, because it should originate resistance for every mass in motion, relative to the reference frame of the quantum vacuum. However, I postulate the strange and counter intuitive possibility, that this resistance for mass in motion, can be compensated, if we combine the ideas of Vigier, Bell, Bohm and Salam, and a new dual universal Bohmian "pilot wave", which is interpreted as the EPR correlation (or Big Bang entanglement) between individual elementary anti-mirror particles, living in dual universes.
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Wolfgang Konle