Clifford Algebra, Lorentz Transformation And Unified Subject Idea


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In line with a framework based on Clifford algebra \(C\ell (1,3)\), this paper gives a classification for elementary fields, after which derives their dynamical equations and アインシュタインの2大教義 終焉 transformation legal guidelines intimately. These outcomes provide an outline on elementary fields and some new insights into their unusual properties. All elementary fields exist in pairs, and one part of the pair is a fancy area. Some intrinsic symmetries and constraints similar to Lorentz gauge situation are automatically included in the canonical equation. Clifford algebra \(C\ell (1,3)\) is a natural language to describe the world. On this language, the representation formalism of dynamical equation is symmetrical and elegant with no more or less contents. This paper can also be a summary of some previous downside-oriented researches. Options to some easy equations are given.

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