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85(3): 2013/04/18(木)23:13 ID:??? AAS
Let a be fine-structure constant.

a is given by the Hans-de-Vries (HdV) equation:

　a = Γ(a)^2･exp(-ππ/2),

　The Γ(a) factor is a small correction on the Gaussian exponential.

It can be expressed as a so-called radiative series in a.
省7

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86(1): 2013/04/20(土)23:23 ID:??? AAS
>>85

original series

Γ(a) = Σ[k=0,∞) (1/2π)^{k(k-1)/2} a^k

　　　= 1 + a + aa/2π + (a/2π)^3 + ･････

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116: 2013/06/01(土)20:37 ID:??? AAS
>>85

・CODATA recommended values of the fundamental physical constants: 2002
　a = 1／137.03599911 (46)

・CODATA recommended values of the fundamental physical constants: 2010
　a = 1／137.035999074 (44)

>>86

root of original HdV equation
省1

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867(4): 名無しさん＠そうだ選挙に行こう！ Go to vote! 2016/07/10(日)19:56 ID:??? AAS
>>85
　ｅ = Γ(a) ｅ0,

　ａ = ｅｅ/(2chε0) = Γ(a)^2 ｅ0ｅ0/(2chε0) = ａ0,

　1/ａ0 = exp(ππ/2) = 139.0456366606487415630

We presume that the spin-related component in the coupling constant e, associated with vacuum polarization, is:
An electromagnetic coupling with a magnetic moment.

So, including a first anomaly term, we make the following guess, similar to Gordon decomposition:
省6

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