Rutgers, The State University of New Jersey
Discussion
Started 27th Apr, 2021
Are Dr. Hans-Otto Carmesin Models supported by the Supernova Observations?
Dr. Hans-Otto Carmesin is a prolific theoretician who wrote among other things, these two books:
Modeling SN1a data:
Data H0_20210424.pdf
That said, he leads a field where a lot of unsupported claims are tossed around without anything to support it. That is why they are unsupported..:)
As Dr. Carmesin professed, scientists should follow the teachings of Aristotle and always use the simplest possible model that is consistent with Reality.
Dr. Carmesin's model has nonlocality, dimensional transitions, the usual suspects (Dark Matter and Dark Energy), and an epoch-dependent Dark Energy (figure 8.15 on the first book above).
It is a fantastic work and from my point of view, unnecessary and incorrect.
Unnecessary because there is HU which is capable to explain everything Dr. Carmesin explained without the need for a Big Bang, Dark Energy, Dark Matter, epoch-dependent Dark Matter, Polychromatic Vacuum. Because of that, Aristotle and Occam's Razor would support HU and rebut Dr. Carmesin's work.
Attached is my summary of the problems I found on Dr. Carmesin's claims that SN1a distances support his work.
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This is an ongoing discussion.
Dr. Carmesin provided a reply to my objections and confirmed that he is not sure if his model can predict the SN1a distances.
In fact, he said: "My theory does not fail to predict these distances. I just did not calculate these distances yet for a good reason: I tested my full theory by calculating the measured Hubble constants of the Hubble tension."
First, that is not a good reason. Second, I calculated the distances according to his model and the model failed. See the plot and the attached python script.
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My plot of his model showcases that the model fails to predict the observed distances.
I also drive home the fact that Dr. Carmesin's model modifies the meaning of H0 (the Hubble Constant). Because of that comparison of results are not straightforward and seems to not have been considered before.
The plots also show that HU model predicts the observed distances without any parameters.
Most recent answer
Dear Hans-Otto,
I thank you, in the name of all the readers, for your books and wisdom.
I also derived Quantum Gravity and offered everyone these articles.
I remind you that my work has no parameters and that my prediction for the G-dependence of the Absolute Luminosity yielded a G-factor that was off just by 11% from the observed.
My Quantum Gravity theory predicts the maximum density inside a Black Hole and creates Matter directly from deformed space.
Here is the maximum density inside a Black Hole:
I also predicted the position of Earth in the Hyperspherical Universe and replicated the CMB observations (together with the spherical harmonic spectral decomposition). I did that using interdimensional hyperspherical harmonic spectral decomposition, after a grid search for the best location. Here is the grid search:
Here is Planck's CMB observation:
and here is the hyperspherical harmonic acoustic spectral simulation of the same:
at Earth's position:
χ= 339.46 degrees
θ = 341.1 degrees
ϕ= 104.08 degrees
More details here:
Here is the Equation of State of the Universe:
Here is the 3D Map of the Observable Universe:
CENSORSHIP
My theory has been published since 2007 and it has been censored at Los Alamos archives and mainstream journals (including the one where Dr. Amendola is the editor)!
You have your voice. You are allowed to publish your work. I am not.
I have a story to tell, one that is distinct from the story you tell and that everyone wants to hear.
Can Scientists handle that? Science should be able to do so.
I would like you to offer to be my endorser at Los Alamos Archives.
Best Regards,
Marco Pereira
PS- Please confirm that your theory failed to predict the SN1a distances and please provide me with its E(z).
When reading my work, please disregard the SDSS data analysis. I retracted that part. I have no problem accepting my mistakes when I recognize them as mistakes.
All replies (4)
Universität Bremen
Dear Marco,
I reply to your three objections:
In your FIRST objection you criticize that I use the value H0 = 67.36 km/(s*Mpc) of the Hubble constant at z = 1090 (see e. g. Planck Collaboration 2020).
My reply to it is as follows: In my theory I derive properties of the universe from the beginning at the Planck scale as a function of the time.
In order to compare with observation, my theory describes the actual state of the universe. Correspondingly, I need an indicator for the actual time after the Big Bang. For it I use that value of the Hubble constant H_0(z=1090). (Equivalently, I could use the age of the universe as an input, of course.)
In your FIRST objection you also criticize that I use a definition of the Hubble constant that can describe the OBSERVATIONAL FACT of the HUBBLE TENSION.
(For that fact see e. g. Riess, Adam G. and others (2018): TYPE IA SUPERNOVA DISTANCES AT REDSHIFT > 1.5 FROM THE HUBBLE SPACE TELESCOPE MULTI-CYCLE TREASURY PROGRAMS: THE EARLY EXPANSION RATE. ApJ, 853, 126. Another reference is: Scolnic, D. M. and others (2018): THE COMPLETE LIGHT-CURVE SAMPLE OF SPECTROSCOPICALLY CONFIRMED TYPE IA SUPERNOVAE FROM PAN-STARRS1 AND COSMOLOGICAL CONSTRAINTS FROM THE COMBINED PANTHEON SAMPLE. ApJ, 859, 101.)
The definition that I use is in full agreement with the usual theory.
(See e. g. Riess, Adam G. and others (2018) above. Another reference is Amendola, Luca (2021): Lecture notes: Cosmology. University of Heidelberg, http://www.thphys.uni-heidelberg.de/~amendola/teaching.html.(download 2021). Moreover I explained it in my books, see below and see in https://www.researchgate.net/publication/351093848_H0_20210424pdf).
In your SECOND objection you suggest my full quantum mechanical and relativistic theory would fail to predict SN1a distances.
My reply is as follows: My theory does not fail to predict these distances. I just did not calculate these distances yet for a good reason:
I tested my full theory by calculating the measured Hubble constants of the Hubble tension.
(See my new book https://www.researchgate.net/publication/350373240_Quanta_of_Spacetime_Explain_Observations_Dark_Energy_Graviton_and_Nonlocality, see the cover for instance. See also my books below and my H0_20210424 – material above.)
As a result I find precise accordance with actual (2017-2021) observations of the observed H0 values, including the SN1a values of H0.
I emphasize that this test is much more critical and meaningful than the test with the SN1a distance moduli (from the year 2011) that you suggested to me. Indeed, I showed already for the case of my semiclassical theory that it is easier to obtain accordance with those distance moduli values that you suggest than to obtain accordance with the Hubble tension values.
(See https://www.researchgate.net/publication/350845191_Modeling_of_the_SN1a_-_data_with_my_semiclassical_theory_of_dark_energyand my H0_20210424 – material above).
My reply to your THIRD objection is as follows:
Indeed, my theory predicts essential parameters. Everybody can read it in my DIGITAL OPEN SOURCE book (English Part):
You mentioned sigma_8. I did not publish any derivation of sigma_8 yet, as I clearly wrote in our discussion on April 17th, 2021.
If you are interested in my more details of my theory, please read my books or papers, see e. g.:
or
or
or
or
or
or
Rutgers, The State University of New Jersey
Dear Hans-Otto,
Please let me make this point. When reviewing a theory, one should if possible take a step back (preferably outside of the theory). That is necessary to properly evaluate the hypotheses used, the quality of the predictions or fittings.
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PARAMETER INTERCHANGEABILITY
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You said: The definition that I use is in full agreement with the usual theory.
My answer: NO, if you consider L-CDM as the usual theory
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You, Amendola, and the gazillion theorists working on this problem wove a wide web of connected models and might have created a House of Cards. From my point of view, the data does not warrant the level of speculation since I provided BETTER predictions or fittings with just inertial motion and a better topology.
I am an outsider and I can see that H0 is a short-distance model (linearization for small z). It comes directly from d(z)=c/H0*Integral_0^z(1/E(z))
$E(z) = \sqrt{\Omega_r*(1+z)^4 + Omega_{m}*(1+z)^3 + Omega_K*(1+z)^2 + Omega_{L_c} }$
for the Friedman Model E(z=0) is ONE.
That is a requirement otherwise instead of having v=H0*d, you will have v=E(0)*H0*d
Your model has an E(0)=1.12 (if I am correct).
I still need to know where is Omega_{lambda,coor}(z). I tried to find it out and couldn't find it.
I don't know who did it and when the requirement to make E(0)=1 was lifted and that is not important.
What is important is that it changes the definition of Hubble Parameter. Hence you cannot compare H0 from Friedman fittings (L-CDM) with your predictions or fittings.
If you insist that a model has parameters and if they have the same name, you can interchangeably use them, then you have to say, that your models will always fail for short distances.
Compare that will my theory which only has two parameters (H0 and a G-factor that expresses the epoch-dependence of G).
Even when you consider Aristotle's precept, a model that has a single factor (G-factor is predicted within 11%) is preferable that a model that depends upon Omega_m, Omega_L, sigma_8, H0, and a very large number of assumptions, including epoch-dependent Dark Energy, Dimensional transition, False Vacuum, etc).
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WHY HU IS BETTER
The theory also explains the creation of the Universe with just the Heisenberg Principle and no explosions are required. The Universe expansion does not care about its contents.
In my theory, all Dark Matter observations are explained just with the topology (Lightspeed Expanding Hyperspherical Universe topology) and the receding galaxies are explained as INERTIAL MOTION in 4D (no forces are required).
In addition, have an epoch-dependent G is consistent with astronomical observations.
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WHY THE H0 TENSION TELLS YOU THAT THE MODELS ARE JUST BAD
In addition, the fact that different observations (SN1a, CMB, BAO) require different parameters and H0 should be enough to tell you that the model is wrong.
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WHY CARMESIN MODEL IS PROBLEMATIC
Expanding space, a Multichromatic False Vacuum, Epoch-dependent Dark Energy is not supported by anything other than the model itself.
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QUESTION:
I asked more than one time if your main model failed (as shown in my picture). I really need to know the answer to this question. That is important. If the model fails to predict distances, your whole theory has no support of any kind.
If I made a mistake, I should correct it, so please answer this question.
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WHAT WOULD ARISTOTLE DO?
In other words, HU is cleaner, simpler, and consistent with observations and makes better and broader predictions.
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With respect to your second answer: "In your SECOND objection you suggest my full quantum mechanical and relativistic theory would fail to predict SN1a distances.
My reply is as follows: My theory does not fail to predict these distances. I just did not calculate these distances yet for a good reason" I tested my full theory by calculating the measured Hubble constants of the Hubble tension.
MP Answer: I calculated the distances and plotted the results and the theory fails.
Your measured Hubble Constants are not properly comparable since they don't have the same definition (Hubble definition from the Hubble Law).
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With respect to the answer to the third question: You provided the wide web you wove. Instead of reading n books, m papers, I would rather focus on what supports the theory and if there is a simpler theory that can explain what your theory explains.
Best Regards,
Marco
PS - Where is the Omega_{lambda, corr}(z). Please provide me with that answer. That is crucial for me to know if I have properly implemented your full model.
Here are the python notebooks
Using your H0 of 67.36
Showcasing my theory (HU):
Universität Bremen
Dear Marco,
I remind what I offer to you and to each interested reader:
Based on quantum physics and general relativity, I derived a theory of quantum gravity.
As a test, I applied that theory to observation: For observed values such as mu_observed and H0_observed. By using my theory, I derived the corresponding values such as mu_theoretical and H0_theoretical. The comparison showed that these theoretical values are within the errors of measurement of the corresponding observed values. I executed similar tests for many other observations, of course.
(I documented the whole procedure in my papers and books including supplementary resources, such as graphs and program codes. For instance see the following:
My OPEN SOURCE book
with the supplementary resources for distance moduli
and the program code for these distance moduli
moreover with the supplementary resources for H0 values
and the program code for these H0 values
See also my OPEN SOURCE book (English Part)
You can find further material in my profile at ResearchGate and in additional books.)
Thank you for your interest in my research.
Kind regards,
Hans-Otto
Rutgers, The State University of New Jersey
Dear Hans-Otto,
I thank you, in the name of all the readers, for your books and wisdom.
I also derived Quantum Gravity and offered everyone these articles.
I remind you that my work has no parameters and that my prediction for the G-dependence of the Absolute Luminosity yielded a G-factor that was off just by 11% from the observed.
My Quantum Gravity theory predicts the maximum density inside a Black Hole and creates Matter directly from deformed space.
Here is the maximum density inside a Black Hole:
I also predicted the position of Earth in the Hyperspherical Universe and replicated the CMB observations (together with the spherical harmonic spectral decomposition). I did that using interdimensional hyperspherical harmonic spectral decomposition, after a grid search for the best location. Here is the grid search:
Here is Planck's CMB observation:
and here is the hyperspherical harmonic acoustic spectral simulation of the same:
at Earth's position:
χ= 339.46 degrees
θ = 341.1 degrees
ϕ= 104.08 degrees
More details here:
Here is the Equation of State of the Universe:
Here is the 3D Map of the Observable Universe:
CENSORSHIP
My theory has been published since 2007 and it has been censored at Los Alamos archives and mainstream journals (including the one where Dr. Amendola is the editor)!
You have your voice. You are allowed to publish your work. I am not.
I have a story to tell, one that is distinct from the story you tell and that everyone wants to hear.
Can Scientists handle that? Science should be able to do so.
I would like you to offer to be my endorser at Los Alamos Archives.
Best Regards,
Marco Pereira
PS- Please confirm that your theory failed to predict the SN1a distances and please provide me with its E(z).
When reading my work, please disregard the SDSS data analysis. I retracted that part. I have no problem accepting my mistakes when I recognize them as mistakes.
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