## Dimensionless Physical Constant Mysteries

**Authors:** Ke Xiao

Feynman proposed searching for -α^(1/2)=-0.08542455 with the ± sign on the -α^(1/2) for the positive and negative charge, and may be related to π, ϕ, 2 and 5. We found α^(1/2)≈±log e/Φπ=±0.0854372 where Φ=1/ϕ=2cos(π/5). I/FQHE R_xy=± Z_0/2αν_i α^(1/2)=±log e^(±ϕ/Kπ) where Φ-ϕ-e-π in Euler Identity and K~{3,37,61} from 2^((p-1)) (p-1)!∈2^n n! are linked to Quantum theories. The energy-mass formula E=mc^2 and special relativistic mass m=γ m_0 established the particle rest-mass m_0 , mass-ratio m_i/m_e , mass-defect ∆m . The rest-mass of a particle can be quantized by the fine structure constant and the proton-electron mass ratio β_(p/e)=(α^(-3/2)-2α^(1/2)+α^2/πϕ^2-ηα^3)lnπ . The hydrogen atomic rest-mass is m_(1_H )=m_(p+)+m_e (1-α^2 ln10) in the Quantum Gravity. The high-energy W^± boson α_W^(1/2)=≈±(1-αsin^2 θ_w)log F/Φπ , where Fransén-Robinson constant F=∫_0^∞□(dt/(Γ(t)))=2.80777⋯ replaced e=∑_(n=0)^∞□(1/(Γ(n)))=2.71828⋯ We get the g-factors of particles (Leptons and Baryons).

**Comments:** 61 Pages.

**Download:** **PDF**

### Submission history

[v1] 2012-05-09 10:53:39

**Unique-IP document downloads:** 1464 times

**Add your own feedback and questions here:**

*You are equally welcome to be positive or negative about any paper but please be polite. If you are being critical you must mention at least one specific error, otherwise your comment will be deleted as unhelpful.*

*
*