三种中微子六种味夸克和三种胶子。（结果还是巧合？）
Three species of neutrinos Six flavors quarks and three gluons. (Consequences or coincidences?)
摘要：
一个由Lorentz度量构造的线性实四维空间包含六个2维奇异子空间和三个独立的称为根式的1维子空间。如果我们认为用它们分别代表六个夸克和三个胶子是有意义的，那么反夸克和反胶子就是隐含定义的。由于Lorentz度规不是奇异的，一般记为X* 的X的对偶度规空间被很好地定义并遵循X的结构。奇异子空间的特殊性质保证了我们所说的禁闭。为了精确起见，我们首先用X和X* 的结构定义什么是自由系统，从而定义X如何容纳六个夸克和三个胶子。
英文摘要：
A linear real 4-dimensional space structured by Lorentz metric implies six 2-dimensional singular subspaces and three independent 1-dimensional subspaces called radicals. If we consider meaningful to use them as representing six quarks and three gluons, respectively, then antiquarcs and antigluons are implicitly defined. Since Lorentz metric is not singular, the dual metric space of X denoted in general by X* is well defined and follow the structure of X. The peculiar properties of singular subspaces guaranty what we call confinement. For precision, we define first what means free system using the structure of X and X*and thereby how X are lodging six quarks and three gluons.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
