Dear Branko,

thanks for reading my essay and for the comments. I thought long what I can cite. Of course I'm influenced by many other thinkers (Hegel, Russel, Gödel, Einstein, Planck, Helmholtz etc.) but I don't find direct places to cite them. I'm sure that my thoughts were also thought by others but I had no time to find the places in the literature.

BTW, I'm a researcher and it is not only a hobby....

With your essay I have some problems. You try to relate numbers to observables like mass relations or the fine structure constant. I see your conclusion but I have problems with these numbers: Maybe your right but what did we learn from this numbers? What is a charge? If you calculate the fine structure constant then I would expect that you know it but I don't found any explanation.

Best

Torsten

Dear Peter,

My math is simple (7 mathematical operations from high school).

Did I understand you correctly? You agree with me that the dimensions are not necessary.

I think the graphics in your video, very instructive and it agrees with my concept. I'm going to have me take a look, a couple of times. I did not understand everything because of my poor English. In the Table of my essays can be classified all structures, including galaxies. See articles:

The Characteristic Planet http://vixra.org/author/branko_zivlak

Two Significant Cosmological Masses http://gsjournal.net/Science-Journals-Papers/Author/1451/Branko,%20Zivlak

Of course it is consistent: of spin within spin within spin.

The fine structure constant is certainly a key part. But, according to the Godel, we cannot calculate all. But we can be closer and closer.

I do not know what is OAM. Yes, I want to be in touch. My email is in my essay.

Regards,

Branko

Dear Brabko,

Euler's identity was an early example of the surprising connectedness of ideas in mathematics and physics. It linked [math]e[/math] and [math]\pi[/math] in a surprisingly direct way where previously they seemed unconnected. Now we take it for granted because it is part of complex analysis that is common place in maths and physics, for example it is used in Fourier analysis. However it is a good idea to use it in this contest.

Dear Branko, his essay is a marvel of fresh and innovative ideas; all with a solid internal logic. I'll have to check all your equations. I was particularly struck by the notion of the concept of cycle based on the exponential product of Pi. Without going into technical details I can comment that this concept is important. For example; baryon density of the universe can be expressed by: exp (-Pi) + sqr (2) ﾃ-- exp (-2Pi) = 0.045854881 = omega (b). An excellent essay which demonstrates the inseparable interconnection between physics and mathematics. congratulations !!!

Hi Branko,

Thanks for your note in my forum. I knew about von Weizsäckers large number hypothesis. When I red it many years ago I thought of it: incredible. I cannot imagine a mutual dependence of the size of the universe and the masses/size of the elementary particles. I can imagine, that one could derive the masses of elementary particles (instead of thinking them as given), but these would be from purely 'local' reasoning. Although there might be a connection between the size of the universe, the number of bits (or qbits, ure) in it and the localizabilty of elementary particle.

The precision you got is incredible. I will have some more thoughts on these relations, when the contest is over.

Best regards

Luca