论文标题
玻色子和费米颗粒质量的模型
Model of Boson and Fermion Particle Masses
论文作者
论文摘要
玻色子和费米颗粒质量是通过有限的量子场理论计算的。田间理论满足了庞加莱的不变性，单位性和微观因果关系，并且所有循环图对所有扰动理论的所有顺序都是有限的。无限衍生物非本地场相互作用是用质量（长度）刻度参数$λ_i$正规化的。 $ W $，$ Z $和Higgs玻色子群众根据有限的一环自能量图计算出来。 $ w^{\ pm} $质量预计为$ m_w = 80.05 $ gev，并且对Higgs玻色子质量$ M_H = 125 $ GEV的高阶辐射校正在调节质量尺度级参数$λ_H= 1.57 $ tev上的调节质量级参数$λ_H= 1.57 $ tev。三代夸克和轻子质量是根据有限的一环自相互作用计算得出的，并且夸克和叶子之间的质量有指数间距。
The boson and fermion particle masses are calculated in a finite quantum field theory. The field theory satisfies Poincaré invariance, unitarity and microscopic causality, and all loop graphs are finite to all orders of perturbation theory. The infinite derivative nonlocal field interactions are regularized with a mass (length) scale parameter $Λ_i$. The $W$, $Z$ and Higgs boson masses are calculated from finite one-loop self-energy graphs. The $W^{\pm}$ mass is predicted to be $M_W=80.05$ GeV, and the higher order radiative corrections to the Higgs boson mass $m_H=125$ GeV are damped out above the regulating mass scale parameter $Λ_H=1.57$ TeV. The three generations of quark and lepton masses are calculated from finite one-loop self-interactions, and there is an exponential spacing in mass between the quarks and leptons.
