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Planck-unit black-hole electron Mathematical-Universe Hypothesis

Model of a Planck unit Mathematical Universe as area a circle with dimensions; Mass=1, Time=2pi, sqrt of Planck momentum and 2 constants; Omega = sqrt(pi^e/e^(e-1)) and alpha fine structure constant.

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Planck-unit black-hole electron Mathematical-Universe Hypothesis | planckmomentum.com Reviews
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Model of a Planck unit Mathematical Universe as area a circle with dimensions; Mass=1, Time=2pi, sqrt of Planck momentum and 2 constants; Omega = sqrt(pi^e/e^(e-1)) and alpha fine structure constant.
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2 Mathematical Universe Hypothesis
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6 fine structure constant alpha
7 Omega
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Planck-unit black-hole electron Mathematical-Universe Hypothesis | planckmomentum.com Reviews

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Model of a Planck unit Mathematical Universe as area a circle with dimensions; Mass=1, Time=2pi, sqrt of Planck momentum and 2 constants; Omega = sqrt(pi^e/e^(e-1)) and alpha fine structure constant.

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quantized-gravity.org quantized-gravity.org

Fine Structure Constant, alpha

http://www.quantized-gravity.org/page5A.html

James G. Gilson, Fine Structure Constant. The fine structure constant, a 20th century mystery. The question of how to calculate the numerical value of the fine structure constant from theory was one of the most outstandingly difficult problems in mathematical physics for the greater part of the 20th century. There were many unsuccessful attempts by researchers including famous ones such as P. A. M. Dirac to find a formula for the fine structure constant. See John Baez's. And also the PhysLINK. 945; with ...

fine-structure-constant.org fine-structure-constant.org

Fine Structure Constant, alpha

http://www.fine-structure-constant.org/page5A.html

James G. Gilson, Fine Structure Constant. The fine structure constant, a 20th century mystery. The question of how to calculate the numerical value of the fine structure constant from theory was one of the most outstandingly difficult problems in mathematical physics for the greater part of the 20th century. There were many unsuccessful attempts by researchers including famous ones such as P. A. M. Dirac to find a formula for the fine structure constant. See John Baez's. And also the PhysLINK. 945; with ...

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