QM Local Prediction Simulation

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Re: QM Local Prediction Simulation

by FrediFizzx » Sat Jul 23, 2022 3:09 pm

I found a couple of mistakes in the previous simulation that didn't affect the results but have corrected them here.

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Typical qpc is now,

Code: Select all

In[61]:= qpc
Out[61]= {-0.0436536, 0., 0., 0.}
It's another Bell killer! Enjoy!
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Re: QM Local Prediction Simulation

by FrediFizzx » Tue Jul 12, 2022 12:19 pm

Thanks to Pierre Leroy, the above simulation has now been done in the C programming language.

http://pierrel5.free.fr/physique/loc_qm ... qm_FD.html

Enjoy!
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Re: QM Local Prediction Simulation

by FrediFizzx » Mon Jul 11, 2022 8:15 am

I have revised the paper for this simulation.

http://dx.doi.org/10.13140/RG.2.2.22142.25927

Enjoy!
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Re: QM Local Prediction Simulation

by FrediFizzx » Sat Jul 09, 2022 7:23 am

I have decided to use the native quaternion package in Mathematica for the paper so here is the version for that.

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Here are the files,

sims/Local-QMprodcalc_archive4.pdf
sims/Local-QMprodcalc_archive4.nb

Enjoy another Bell killer!
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Re: QM Local Prediction Simulation

by FrediFizzx » Tue Jul 05, 2022 6:59 am

Here is the original version simplified a bit. The s_z component is not needed to zero out the imaginary cross product components. Nor is geometric algebra. It is all about quaternion multiplication and when the limits are taken. I'm updating the paper on ResearchGate to match this validation of the local QM prediction. r_0 has been taken out but is still there in the product calculation.

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Enjoy another Bell killer!
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Re: QM Local Prediction Simulation

by FrediFizzx » Sun May 22, 2022 5:42 am

Here is the same thing but using the Quaternion Package that is built into Mathematica. It is faster than using the Clifford package. Note that I got rid of the silly "Qcoordinates" thing John Reed had devised. Conversion to quaternions is done more correctly now.

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Enjoy another version that kills Bell's junk physics theory!
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Re: QM Local Prediction Simulation

by FrediFizzx » Tue May 17, 2022 6:17 pm

The new reverse order scenario works for the local QM prediction simulation also.

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Still no hidden variable! Yep, Bell's junk physics theory is definitely a bunch of junk. It only takes 3-sphere topology to shoot down the Bell fanatics!
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Re: QM Local Prediction Simulation

by FrediFizzx » Fri Apr 08, 2022 4:16 am

Simulation now published in the Mathematica Notebook Archive.

https://notebookarchive.org/local-quant ... 4-1eu4roy/
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Re: QM Local Prediction Simulation

by FrediFizzx » Thu Apr 07, 2022 2:49 am

gill1109 wrote: Wed Apr 06, 2022 11:41 pm
FrediFizzx wrote: Tue Mar 29, 2022 3:23 am
gill1109 wrote: Mon Mar 28, 2022 10:57 pm ...
Interesting. What do Mathematica and MathCad have to say about "lim_{x to 0} sin(x) / x"?
Image

Image

That is just the cursor bar at the end of that last x.
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OK. Now substitute a = 0. You get 0/0.
Nope, unless you are looking for nonsense. Take the limit as a --> 0. I would have deleted your really stupid post if Joy hadn't responded to it. I think we have seen quite enough of your stupidity about this issue. Yep, we did limits in high school advanced math class and 3 semesters of calculus in college. Plus both Mathematica and MathCad know how to do calculus.
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Re: QM Local Prediction Simulation

by Joy Christian » Thu Apr 07, 2022 1:19 am

gill1109 wrote: Wed Apr 06, 2022 11:41 pm
FrediFizzx wrote: Tue Mar 29, 2022 3:23 am
gill1109 wrote: Mon Mar 28, 2022 10:57 pm ...
Interesting. What do Mathematica and MathCad have to say about "lim_{x to 0} sin(x) / x"?
Image

Image

That is just the cursor bar at the end of that last x.
.
OK. Now substitute a = 0. You get 0/0.

I'm trying to get across to Fred that taking a limit by mere substitution does not always give the right answer.

Fred doesn't know the mathematical (epsilon-delta) definition of limit. Mathematica knows lots of things, but it manipulates symbols. The definition of limit depends on the topologies of the spaces you are working with. If you are not careful it will do formula manipulations which might be correct in the discrete topology but not correct in the usual topology of the real numbers.
Richard D. Gill, don't patronize Fred. Fred knows very well what "the mathematical (epsilon-delta) definition of limit" is. Unlike you Richard D. Gill, Fred has gone through the calculus course in high school. You, on the other hand, wrongly call yourself a "mathematician", which you are not. In fact, it is quite clear that you have never passed the first course in calculus. Moreover, you are prone to making extremely elementary mathematical mistakes, as I have repeatedly pointed out many times over the past ten years, for example in this paper: https://www.academia.edu/38423874/Refut ... ls_Theorem

Fred caught you out about making a bogus claim about the simple substitution rule for limits, the first rule one learns in calculus 101. So now you are trying to swindle nonsense about a completely different function that requires L' Hospital's rule before taking a limit. But even in that case "the mathematical (epsilon-delta) definition of limit" is not necessary, regardless of "the topologies of the spaces" one is working with, unless, like you, one has not passed a basic course in calculus and trying to swindle some nonsense because they have been caught out making yet another elementary mathematical mistake.

Mathematica knows how to take an x --> 0 limit even when an indeterminate function such as sin(x)/x is involved, as Fred clearly demonstrated. But more importantly, in Fred's calculations in his paper, no such indeterminate functions involving 0/0 or infinity/infinity are involved. No such indeterminate functions are involved in my work on Bell's dead theorem of the past fifteen years either. To bring them up in this context is therefore nothing but your usual strategy of deceiving the physics community by making a lot of noise about something completely irrelevant so that their attention is distracted from what has been achieved in the original work.

More importantly, Bell's theorem has been dead for the past fifteen years and you are a pathetic loser. You have wasted your life defending nonsense.
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Re: QM Local Prediction Simulation

by gill1109 » Wed Apr 06, 2022 11:41 pm

FrediFizzx wrote: Tue Mar 29, 2022 3:23 am
gill1109 wrote: Mon Mar 28, 2022 10:57 pm ...
Interesting. What do Mathematica and MathCad have to say about "lim_{x to 0} sin(x) / x"?
Image

Image

That is just the cursor bar at the end of that last x.
.
OK. Now substitute a = 0. You get 0/0.

I'm trying to get across to Fred that taking a limit by mere substitution does not always give the right answer.

Fred doesn't know the mathematical (epsilon-delta) definition of limit. Mathematica knows lots of things, but it manipulates symbols. The definition of limit depends on the topologies of the spaces you are working with. If you are not careful it will do formula manipulations which might be correct in the discrete topology but not correct in the usual topology of the real numbers.

Re: QM Local Prediction Simulation

by FrediFizzx » Wed Mar 30, 2022 9:42 am

jreed wrote: Wed Mar 30, 2022 9:36 am This isn't surprising. The function Sin[x]/x is called the Sinc function. It's defined in Mathematica, and Mathematica knows that the limit is 1.
??? Wasn't meant to be surprising. Simply responding to Gill's question.
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Re: QM Local Prediction Simulation

by jreed » Wed Mar 30, 2022 9:36 am

This isn't surprising. The function Sin[x]/x is called the Sinc function. It's defined in Mathematica, and Mathematica knows that the limit is 1.

Re: QM Local Prediction Simulation

by FrediFizzx » Tue Mar 29, 2022 3:23 am

gill1109 wrote: Mon Mar 28, 2022 10:57 pm ...
Interesting. What do Mathematica and MathCad have to say about "lim_{x to 0} sin(x) / x"?
Image

Image

That is just the cursor bar at the end of that last x.
.

Re: QM Local Prediction Simulation

by gill1109 » Mon Mar 28, 2022 10:57 pm

FrediFizzx wrote: Sun Mar 27, 2022 4:56 am
FrediFizzx wrote: Sat Mar 26, 2022 6:00 am
gill1109 wrote: Fri Mar 25, 2022 11:16 pm OK! Well, you’ve had my comments before. Mathematica’s algorithm for computing a limit is the wrong algorithm for this application. It uses the discrete topology instead of the usual topology on R^3, because it is based primarily on doing formal formula manipulations, not on doing numerical computations.
You're a freakin' stupid idiot or just plain very dishonest. Even my MathCad program also knows how to do a limit replacement function so it has nothing to do with Mathematica. And has everything to do with your defective brain. :lol:
Image
Any further stupid schoolboy nonsense about the limit replacement functions will be deleted.
For any lurkers that might be following this, you can think of the limit replacement function as like a Fourier transform where one variable is swapped for another. Perhaps we should simply call it a "limit transform" and it is a very valid mathematical operation contrary to what Gill would have you believe. Physically, the limit transform represents the action of the detection polarizers with the particle spin.
Interesting. What do Mathematica and MathCad have to say about "lim_{x to 0} sin(x) / x"?

Re: QM Local Prediction Simulation

by FrediFizzx » Sun Mar 27, 2022 4:56 am

FrediFizzx wrote: Sat Mar 26, 2022 6:00 am
gill1109 wrote: Fri Mar 25, 2022 11:16 pm OK! Well, you’ve had my comments before. Mathematica’s algorithm for computing a limit is the wrong algorithm for this application. It uses the discrete topology instead of the usual topology on R^3, because it is based primarily on doing formal formula manipulations, not on doing numerical computations.
You're a freakin' stupid idiot or just plain very dishonest. Even my MathCad program also knows how to do a limit replacement function so it has nothing to do with Mathematica. And has everything to do with your defective brain. :lol:

Image

Any further stupid schoolboy nonsense about the limit replacement functions will be deleted.
For any lurkers that might be following this, you can think of the limit replacement function as like a Fourier transform where one variable is swapped for another. Perhaps we should simply call it a "limit transform" and it is a very valid mathematical operation contrary to what Gill would have you believe. Physically, the limit transform represents the action of the detection polarizers with the particle spin.
.

Re: QM Local Prediction Simulation

by FrediFizzx » Sat Mar 26, 2022 6:00 am

gill1109 wrote: Fri Mar 25, 2022 11:16 pm OK! Well, you’ve had my comments before. Mathematica’s algorithm for computing a limit is the wrong algorithm for this application. It uses the discrete topology instead of the usual topology on R^3, because it is based primarily on doing formal formula manipulations, not on doing numerical computations.
You're a freakin' stupid idiot or just plain very dishonest. Even my MathCad program also knows how to do a limit replacement function so it has nothing to do with Mathematica. And has everything to do with your defective brain. :lol:

Image

Any further stupid schoolboy nonsense about the limit replacement functions will be deleted.
.

Re: QM Local Prediction Simulation

by gill1109 » Fri Mar 25, 2022 11:16 pm

OK! Well, you’ve had my comments before. Mathematica’s algorithm for computing a limit is the wrong algorithm for this application. It uses the discrete topology instead of the usual topology on R^3, because it is based primarily on doing formal formula manipulations, not on doing numerical computations.

This means it actually reproduces typical schoolboy errors in some cases!

Re: QM Local Prediction Simulation

by FrediFizzx » Fri Mar 25, 2022 7:11 am

gill1109 wrote: Fri Mar 25, 2022 6:37 am Congratulations, Fred! I hope you will keep us posted on publication or pre-publication progress.
I'm not going to bother publishing it other than on the forum and preprint servers because journals rarely publish papers by independent researchers. It can be peer-reviewed right here on the forum. So, if you have any no-nonsense comments or questions, go for it or even write a comment paper if you wish. This is the SPF journal. :D But a lot of the credit goes to Joy's updated 3-Sphere model.
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Re: QM Local Prediction Simulation

by gill1109 » Fri Mar 25, 2022 6:37 am

Congratulations, Fred! I hope you will keep us posted on publication or pre-publication progress.

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