Quantum Physics - Science topic

This chapter presents a theoretical model called "Frare" (FRActal REndering) that explores the role of DNA in consciousness. The author proposes that DNA, through its sequence-specific vibrational properties and dynamic chromatin reorganization, serves as an interface between universal and individual consciousness. The model suggests that DNA, in c...

Kantian Whole, Contextuality, or Mereology (study of relationship between parts and wholes), as well as the deep problem of in-distinguishability of identical particles or systems in quantum mechanics (or quantum-like systems) are explored in the current paper. We observe such properties as present in multiple scales, and across different domains o...

OpenClipart-Vectors / Pixabay In a world where data forms the foundation of progress and prosperity, security gaps and inefficiencies threaten the stability of global systems. The world is at a turning point: data is the backbone of modern societies, and its security determines the stability of economies, healthcare systems, and democratic structur...

The double slit experiment is an experiment carried out at the beginning of the 19th century by the English physicist Thomas Young, with the aim of supporting the theory that light was a wave and rejecting the theory that light was made up of particles. Young passed a beam of light through two slits and saw that an interference pattern was pro...

This paper illustrates the utility of the heat kernel on Z as the discrete analogue of the Gaussian density function. The heat kernel on Z is the two-variable function KZ(t,x)=e−2tIx(2t) where Ix(2t) is a Bessel function, with variables x∈Z and t⩾0. Like its classic counterpart, KZ(t,x) appears in many mathematical and physical contexts and has a w...

BLAS is a fundamental building block of advanced linear algebra libraries and many modern scientific computing applications. GPU is known for its strong arithmetic computing capability, and highly suited for BLAS operations. However, porting code to GPUs often requires significant effort especially for large complex codes or legacy codes, even for...

Contextuality is a key distinguishing feature between classical and quantum physics. It expresses a fundamental obstruction to describing quantum theory using classical concepts. In turn, when understood as a resource for quantum computation, it is expected to hold the key to quantum advantage. Yet, despite its long recognised importance in quantum...

Accurate estimation of fermionic observables is essential for advancing quantum physics and chemistry. The fermionic classical shadow (FCS) method offers an efficient framework for estimating these observables without requiring a transformation into a Pauli basis. However, the random matchgate circuits in FCS require polynomial-depth circuits with...

I produced five 'Mystery Papers' last year, which summarized open questions or doubts on my own classical interpretation of quantum physics. We provided decent answers to four of those five mysteries. This paper is a fairly decent answer on the one 'Mystery' I could not solve: where does the charge go after matter-antimatter annihilation? I thank C...

Highly entangled quantum states are an ingredient in numerous applications in quantum computing. However, preparing these highly entangled quantum states on currently available quantum computers at high fidelity is limited by ubiquitous errors. Besides improving the underlying technology of a quantum computer, the scale and fidelity of these entang...

Driven quantum materials often feature emergent topology, otherwise absent in static crystals. Dynamic bulk-boundary correspondence, encoded by nondissipative gapless modes residing near the Floquet zone center and/or boundaries, is its most prominent example. Here we show that topologically robust gapless dispersive modes appear along the grain bo...

We pose Galois’ question in quantum physics: can we prove the infeasibility of quantum computing, if only the precise classification of qubits is used without providing constructible expression of measurement-coupling? This paper proves that the measurement-coupling feasibility puzzle is unsolvable; that is, quantum information theory has a major h...

Jupiter 1.0 is a binary operation system with diversified implicit function and explicit function. It highlights factoring and distribution algorithms. It always split a complex function into multiple steps with simple functions and enlarge the data flux of AI. I use a 3*3 grid topology space to manager its adder and multiplier. It is not only a La...

Supplementary Materials for Paper Entitled "Harnessing Rydberg Atomic Receivers: From Quantum Physics to Wireless Communications"

Recent research indicates that the use of multiple external representations MERs has the potential to support learning, especially in complex scientific areas, such as quantum physics. In particular, the provision of informationally redundant external representations can have advantageous effects on learning outcomes. This is of special relevance f...

While the theory of relativity is considered to be the most important theory of modern physics concerning the macro realm, the most important theory concerning the micro realm is quantum theory. Quantum physics, which is also the subject of discussion in theology in the context of religion-science relationship, is important in terms of understandin...

In cosmological special relativity theory, we study Maxwell equations, electromagnetic wave equations and functions. In the cosmological special theory of relativity, we study energy-momentum relations, the Klein-Gordon equation and wave functions. If we solve the Klein-Gordon equation, we obtain the Yukawa potential in the cosmological inertial fr...

A necessidade de modernizar o currículo de ciências e promover a alfabetização científica é amplamente reconhecida. No entanto, a ciência ensinada nas escolas muitas vezes não aborda o conhecimento desenvolvido nos séculos XX e XXI, especialmente no campo da física einsteiniana (FE), que engloba a física quântica e a relatividade. Essa discrepância...

A necessidade de modernizar o currículo de ciências e promover a alfabetização científica é amplamente reconhecida. No entanto, a ciência ensinada nas escolas muitas vezes não aborda o conhecimento desenvolvido nos séculos XX e XXI, especialmente no campo da física einsteiniana (FE), que engloba a física quântica e a relatividade. Essa discrepância...

Einstein, Schrödinger, Heisenberg, Minkowski, Hilbert, Rieman, among others, overcomplicated the theory of relativity and the theory of quantum mechanics simply because they did not define time correctly. The theory of relativity and the Schrödinger partial differential equation are the newest science and therefore should be the most accurate, but...

We crack quantum physics.

This presentation explains the Quantum Mechanical approach to the Quantum Gravity and it formulation with Einstein's general theory of relativity. How the spacetime works at the quantum level or how it's associated with Quantum Physics. The given presentation is a part of my thesis work in a simple manner with great intuition.

The nature of consciousness has been an enigma that has intrigued philosophers and scientists for centuries. This paper explores the intersection of Merleau-Ponty's phenomenology (1945), Penrose's quantum physics, and neuroscience, specifically the theory of microtubules (1994, 1996), as potential avenues for understanding this complex phenomenon....

Nonlocality and quantum metrology are two fundamental ingredients in quantum physics. Measuring and characterizing nonlocal quantum correlations existing in any quantum state for the purposes of quantum information processing applications should receive therefore much interest. This work introduces a metrological-based approach for quantifying quan...

The geometric theory of Taleb Mohammed Said (TMS) offers an innovative framework for unifying diverse scientific disciplines, such as quantum physics, cos-mology, and artificial intelligence. This article proposes multidimensional applications of TMS, supported by mathematical proofs and illustrative examples. We explore quantum transitions, neural...

Digital signature (DS) is an essential application of cryptography, used to certify the provenance of a message and its authenticity, guaranteeing the non-repudiation, unforgeability, and transferability of messages. However, the forthcoming advent of quantum computation poses a significant threat to classical signature schemes. A possible solution...

Flowing an electrical current that is both of high areal density and large spin polarization across a magnetic tunnel junction (MTJ) can, through spin-transfer torque (STT), alter the relative magnetic orientation of the MTJ’s ferromagnetic electrodes. This effect has enabled key next-generation MTJ applications and commercialized products, from me...

Certifying entanglement for unknown quantum states experimentally is a fundamental problem in quantum computing and quantum physics. Because of being easy to implement, a most popular approach for this problem in modern quantum experiments is detecting target quantum states with fidelity-based entanglement witnesses. Specifically, if the fidelity b...

Un nuevo abundamiento en la roturación de su obra tras la reciente publicación de Por amor al Arte: ensayo de una gnoseología fenomenológica (2024). Ortiz de Urbina conecta las por él ya trabajadas revoluciones de la filosofía (fenomenología, con la intencionalidad) y científica (la física cuántica, con la cuantificación) con la tercera, en el arte...

We propose a new mathematical model for quantum entanglement using a three-dimensional complex representation of quantum states. This theory is based on a law that specifies the relationships between states (energy, probability, or position) in a complex radial space. We demonstrate that transitions between these states follow a discrete structure,...

Quantum entanglement (QE) is a phenomenon that occurs when two or more particles become correlated in such a way that the state of one particle instantaneously influences the state of another, regardless of the distance between them. This article illustrates various aspects of QE and explains how it is observed in different physical systems and exp...

The Quantum-BIO-LLM project aims to enhance the efficiency of Large Language Models (LLMs) both in training and utilization. By leveraging advanced techniques from ray tracing, optical physics, and, most importantly, quantum physics, we strive to improve the overall efficiency of the system. Key Strengths Quantum Efficiency: Utilizing quantum mec...

This study aims to improve the understanding of the concept of physics education study program students, quantum physics courses on black-body radiation material to determine the wien constant. With the help of PhET simulation through descriptive approach with software-based experimental method. The results showed that the use of PhET simulations w...

We introduce two strategies to enhance quantum synchronization within a triple-cavity optomechanical system, where each cavity contains an oscillator and is interconnected via optical fibers. Our results demonstrate that applying appropriate periodic modulation to the driving fields or the cavity modes can ensure robust quantum synchronization acro...

Development in Quantum computing paves the path to Quantum key distribution (QKD) by using the principles of quantum physics. QKD enables two remote parties to produce and share secure keys while removing all computing constraints on an adversary. The basic physics laws are used to identify any outside parties eavesdropping on the key exchange. In...

If you don't understand special and general relativity, ask yourself if I'm right, because others don't understand Einstein's relativity either. In 1905, A. Einstein published his theory of special relativity for two inertial frames and in 1915 he published his theory of general relativity for two frames moving with arbitrary acceleration relative...

Recent discoveries in quantum physics and my groundbreaking paper—DOI: 10.9790/4861-1501015253—challenge the long-held belief that time moves irreversibly forward, driven by ever-increasing entropy. Experiments with quantum computers have demonstrated microscopic time reversal, where qubits were manipulated to reverse their states, effectively “rew...

This is the sixth paper in a series on Time Dilation Cosmology, TDC. TDC describes an eternal, non-expanding, perceptually infinite, holographic model of the universe based on time dilation that ties astrophysics to quantum physics and resolves all the conundrums in astrophysics, and serves as a model for the unified field. In the author's previous...

The Riemann Hypothesis (RH), one of the most profound unsolved problems in mathematics, proposes that all non-trivial zeros of the Riemann zeta function lie on the critical line (ℜ(s)=1/2) in the complex plane. While the hypothesis is deeply rooted in theoretical mathematics, its implications span fields as diverse as number theory, quantum physics...

The present study aims to explain how the unknowns of many Sciences can be enlightened based on new hypothetical approaches supported by both the theoretical discoveries and evidentful equations along with presenting many other supporting proven facts that would be the key to the understanding of what is being explained. Establishing "A The theory...

El presente artículo es producto de una investigación desarrollada en el ámbito de la educación superior, enfocándose en la utilización del programa Autoplay Media Studio para la elaboración y desarrollo de guías de aprendizaje con un enfoque por competencias sobre el Modelo Atómico de Bohr, correspondiente al componente de Física Cuántica. El obje...

Heaviside proposed the telegrapher's equations as an alternative to Maxwell equations and obtained the solution of the telegrapher's equations by the operator method. Indeed, the solution was a one-dimensional wave function. One-dimensional wave equations are partial differential equations and are conventionally solved as initial-value and boundary...

This study aims to identify the level of misconceptions that occur in students by applying the four-tier diagnostic test method on photoelectric effect material. This research uses descriptive research with a quantitative approach. The samples of this research were 25 students of semester VII D and IX of physics education study program of Medan Sta...

Quantum digital signature (QDS) can guarantee the information-theoretical security of a signature with the fundamental laws of quantum physics. However, most current QDS protocols do not take source security into account, leading to an overestimation of the signature rate. In this paper, we propose to utilize Hong–Ou–Mandel interference to characte...

For a simple quantum system weakly interacting with the environment, Wigner’s 1932 formulation of quantum physics can be used to derive coupling to the environment using simple algebra. We show that the correct expressions, using coupling terms of “Lindblad form,” are forced upon us. This is remarkable given that it took several decades before Lind...

Hybrid entangled states are crucial in quantum physics, offering significant benefits for hybrid quantum communication and quantum computation, and then the conversion of hybrid entangled states is equally critical. This paper presents two novel schemes, that is, one converts the two-qubit hybrid Knill–Laflamme–Milburn (KLM) entangled state into Be...

Current literature presents about a dozen probability (P) interpretations: frequentist, Bayesian etc. Each one illustrates a partial aspect of indeterminism and turns out to be incompatible with the others on the logical plane. Basically, every model of P deals with a specific relation of P with the world and this fragmentary theorization inevitabl...

Quantum logic (QL) is a non-classical logic for analyzing the propositions of quantum physics. Modal logic MB, which is a logic that handles the value of the inner product that appears in quantum mechanics, was constructed with the development of QL. Although the basic properties of this logic have already been analyzed in a previous study, some es...

Quantum machine learning (QML) shows promise for analyzing quantum data. A notable example is the use of quantum convolutional neural networks (QCNNs), implemented as specific types of quantum circuits, to recognize phases of matter. In this approach, ground states of many‐body Hamiltonians are prepared to form a quantum dataset and classified in a...

Almost a century on from the culmination of the first revolution in quantum physics, we are poised for another. Even as we engage in the creation of impactful quantum technologies, it is imperative for us to face the challenges in understanding the phenomenology of various emergent forms of quantum matter. This will involve building on decades of p...

BLAS is a fundamental building block of advanced linear algebra libraries and many modern scientific computing applications. GPUs are known for their strong arithmetic computing capabilities and are highly suited for BLAS operations. However, porting code to GPUs often requires significant effort, especially for large, complex codes or legacy codes...

If you don't understand special and general relativity, ask yourself if I'm right, because others don't understand Einstein's relativity either. In 1905, A. Einstein published his theory of special relativity for two inertial frames and in 1915 he published his theory of general relativity for two frames moving with arbitrary acceleration relative...

The research paper presents a new method: the integral Rohit transform to study and solve quantum physics problems. The standard calculus approach is typically used to solve quantum mechanics issues.The obtained solutions demonstrate the potential and efficacy of the suggested approach to overcoming quantum mechanical problems,such as low-energy pa...

We present QuantumLLMInstruct (QLMMI), an innovative dataset featuring over 500,000 meticulously curated instruction-following problem-solution pairs designed specifically for quantum computing - the largest and most comprehensive dataset of its kind. Originating from over 90 primary seed domains and encompassing hundreds of subdomains autonomously...

Quantum computing applies quantum physics ideas to problems that traditional computers cannot address. The qubit, or quantum equivalent of the classical bit, is fundamental to this paradigm shift. Unlike its classical equivalent, a qubit can exist in a superposition of states, representing both 0 and 1. This superposition is defined not only by mag...

According to the quantum interest conjecture any negative energy pulse must be associated with a positive energy pulse of greater magnitude than that of the negative energy pulse. In this paper we will demonstrate a counter-example to this conjecture. We will show that, for a massless scalar field in 1-1D space-time, it is possible to generate an “...

We discuss reasons why a probability amplitude, which becomes a probability density after squaring, is considered as one of the most basic ingredients of quantum mechanics. First, the Heisenberg/Schrödinger equation, an equation of motion in quantum mechanics, describes a time evolution of the probability amplitude rather than of a probability dens...

We explained why do matters dominate anti-matters in our universe using special curvature energy term resulting from modified special relativity in our new field equation using planck scale formalism. References: 1. Srichan, C., Danvirutai, P., Cheok, A. D., Cai, J., & Yan, Y. (2025). On the same origin of quantum physics and general relativity fr...

Because of the importance of unitarity in quantum physics, work on the representations of the de Sitter group has focussed on the unitary case, which necessarily means infinite dimensional matrices for this non-compact group. Here we address the finite dimensional representations resulting from the requirement that the Lie algebra generators are ei...

Unlike mathematics, in which the notion of truth might be abstract, in physics, the emphasis must be placed on algorithmic procedures for obtaining numerical results subject to the experimental verifiability. For, a physical science is exactly that: algorithmic procedures (built on a certain mathematical formalism) for obtaining verifiable conclusi...

If you don't understand special and general relativity, ask yourself if I'm right, because others don't understand Einstein's relativity either. In 1905, A. Einstein published his theory of special relativity for two inertial frames and in 1915 he published his theory of general relativity for two frames moving with arbitrary acceleration relative...

In this work, q-Residual power series method (q-RPSM) is extended for the first time to solve q-generalized quintic complex Ginzburg-Landau (q-GCGL) equations. In 2019, Arqub (2019, Fundamenta Informaticae 166 87–110), has investigated the solutions of time fractional Schr ö dinger equations without q-derivative by using RPSM. However, in this arti...

“Physics is really figuring out how to discover new things that are counterintuitive, like quantum mechanics. It's really counterintuitive.” (Elon Musk) Quantum endocrinology is a concept that merges principles of quantum mechanics with endocrinology, the study of hormones and their impact on the body. While it is an emerging and somewhat theore...

[This paper is part of the Focused Collection in Investigating and Improving Quantum Education through Research.] As one of the successful theories in physics, quantum physics, constructed out of physical ideas and expressed mathematically, provides the required information for the development of technology by describing atomic or quantum systems....

The scientific study of the soul has garnered increased attention but remains limited in progress. We propose to give the soul a scientific definition and use quantum physics to predict its character, qualities, and behavior. In our previous work in Tao Science, we give quantum physics a new interpretation. We propose that quantum physics reveals t...

Modern and Contemporary Physics (MCP) is present in our daily lives through technological apparatuses, newspaper reports, medical examinations, satellite, the internet and many other means and technological resources, being, therefore, a direct contact in our daily life and essential in basic school education, particularly in physics teaching. Thus...

This paper sets out to explore the fascinating phenomenon of rainbow formation, examining the intricate details and fundamental principles from both classical optics and quantum physics viewpoints. It analyzes the sequential processes that take place when sunlight interacts with water droplets, clarifying how refraction, reflection, and dispersion...

The Riemann Hypothesis, long considered the "holy grail" of mathematics, has inspired generations of mathematicians, physicists, and philosophers. In our preceding works, we introduced the Phase-Homotopy Theorem, a topological proof leveraging phase winding invariants and homotopy constraints to demonstrate that all non-trivial zeros of the Riemann...

Many‐body interactions in metal–organic frameworks (MOFs) are fundamental for emergent quantum physics. Unlike their solution counterpart, magnetization at surfaces in low‐dimensional analogues is strongly influenced by magnetic anisotropy (MA) induced by the substrate and still not well understood. Here, on‐surface coordination chemistry is used t...

In this article, after defining parapsychological actions as a kind of extraordinary actions, the origin of these actions is investigated using the place of self-images in Mulla Sadra's philosophy as well as the findings of new physics with an analytical-adaptive method. In addition to considering the human soul as the active cause of almost all no...

In this article, after explaining Mulla Sadra's view on the relationship between soul and body, we examine David Boehm's view in modern physics about the relationship between mind and brain with a descriptive-analytical approach. Using principles such as the substantial movement of the soul and its temporal occurrence, Mulla Sadra clarifies the rel...

We propose a novel framework in which time emerges as a derivative property of dynamic interactions between space and energy. By integrating energy-dependent contributions into the metric tensor, this approach offers a unified description that bridges weak-field dynamics and high-energy regimes. Unlike traditional theories that treat time as a fund...

Quantum Key Distribution (QKD) enables secret key exchange between two remote parties with information-theoretic security rooted in the laws of quantum physics. Encoding key information in continuous variables (CV), such as the values of quadrature components of coherent states of light, brings implementations much closer to standard optical commun...

Physical unclonable functions (PUFs) leverage inherent, nonclonable physical randomness to generate unique input-output pairs, serving as secure fingerprints for cryptographic protocols like authentication. Quantum PUFs (QPUFs) extend this concept by using quantum states as input-output pairs, offering advantages over classical PUFs, such as challe...

Graphene is the only carbon allotrope in which every carbon atom is densely connected to its neighbours by an electronic cloud, raising various quantum physics concerns. In recent years, many researchers have focused their efforts on developing more efficient methods for synthesizing graphene. However, only few methods can simultaneously synthesize...

Random Number Generators are software or hardware components that allow the production of unpredictable number sequences without any pattern or relationship between them. Various studies have been conducted with different techniques regarding RNG. In these studies, the difficulties of random number generation and the high cost negatively affect the...

After quantum physics modelling of Gravitational interaction from hypotheses, we performed experimental confirmation experiments of predicted increased Faraday’s induction. Brief and low energy electric discharges were made, at room temperature, into partially superconducting Graphite based devices, patented and named “emitters”, inserted in series...

In previous papers we have explained how a sequence of theorems by John von Neumann on infinite tensor products (ITP) can be understood as providing elements to support both sectorisation of the Hilbert space of large quantum systems, and a mechanism of self decoherence thereof. These two effects may help understanding the articulation of the class...

The techniques developed for matrix models and fuzzy geometry are powerful tools for representing strings and membranes in quantum physics. We study the representation of fuzzy surfaces using these techniques. This involves constructing graphs and writing their coordinates and connectivity into matrices. To construct arbitrary graphs and quickly ch...

I denna artikel utforskas vad som kännetecknar barns blivande med superposition, ett tillstånd där allt sker samtidigt och överallt. Ett tillstånd som finns där före det att barnet placeras som subjekt i tid och rum. Med utgångspunkt i två bilder på mig och min farfar diskuteras i artikeln hur det är möjligt att med hjälp av kvantfysik förstå barns...

The growth of quantum technologies is attracting the interest of many students eager to learn concepts such as quantum entanglement or quantum superposition. However, the non-intuitive nature of these concepts poses a challenge to understanding them. Here, we present an entangled photon system which can perform a Bell test, i.e. the CHSH inequality...

In quantum cryptography, fundamental laws of quantum physics are exploited to enhance the security of cryptographic tasks. Quantum key distribution is by far the most studied protocol to date, enabling the establishment of a secret key between trusted parties. However, there exist many practical use-cases in communication networks, which also invol...

The advent of non-Hermitian physics has enriched the plethora of topological phases to include phenomena without Hermitian counterparts. Despite being among the most well-studied uniquely non-Hermitian features, the topological properties of multifold exceptional points, $n$-fold spectral degeneracies (EP$n$s) at which also the corresponding eigenv...

We propose a theory of anti-gravity and gravity as graviton (dark photon) in QFT without using renormalization to remove infinity. The theory upon considering propagator term is consistent with approximated Newtonian gravitational potential. Reference: 1. Srichan, C., Danvirutai, P., Cheok, A. D., Cai, J., & Yan, Y. (2025). On the same origin of q...

The search for new gravity-like interactions at the sub-millimeter scale is a compelling area of research, with important implications for the understanding of classical gravity and its connections with quantum physics. We report improved constraints on Yukawa-type interactions in the $10\,\mathrm{\mu m}$ regime using optically levitated dielectric...

Love is one of the most profound mysteries of human experience. Some call it fate, others affection, while I see it as a form of quantum entanglement. Let us dive into how love might parallel one of the most fascinating phenomena in quantum physics. Along the way, we'll also touch on the General Theory of Relativity, quantum gravity, and what it me...