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A PRIMITIVE AXIOMATIC FORMULATION OF FERMIONIC STATES

机译:亚铁态的本原性公理公式

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摘要

The structures of fermionic and bosonic states can be determined in an axiomatic way starting from a symmetrical representation of the parameters space, time, mass and charge, with an algebra determined by a combination of multivariate 4-vector and quaternion units. The combination leads to a nilpotent representation of the Dirac state, that appears to be one from which all possible redundancy has been removed. Symmetry-breaking, removal of divergencies, and many other aspects of quantum and particle physics emerge as automatic consequences.
机译:可以以公理的方式从参数空间,时间,质量和电荷的对称表示开始,通过代数由多元4矢量和四元数单元的组合确定的代数,来确定铁离子态和玻色子态的结构。组合导致狄拉克状态的幂等表示,该状态似乎已消除了所有可能的冗余。破坏对称性,消除散度以及量子和粒子物理的许多其他方面作为自动后果出现。

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