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Application of Lie Algebroid Structures to Unification of Einstein and Yang-Mills Field Equations

机译:李代数结构在爱因斯坦和杨米尔斯场方程统一中的应用

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摘要

Yang-Mills field equations describe new forces in the context of Lie groups and principle bundles. It is of interest to know if the new forces and gravitation can be described in the context of algebroids. This work was intended as an attempt to answer last question. The basic idea is to construct Einstein field equation in an algebroid bundle associated to space-time manifold. This equation contains Einstein and Yang-Mills field equations simultaneously. Also this equation yields a new equation that can have interesting experimental results.
机译:Yang-Mills场方程在李群和原理束的上下文中描述了新的力。有趣的是,是否可以在代数体的背景下描述新的力和引力。这项工作是为了回答最后一个问题。基本思想是在与时空流形相关的代数束中构造爱因斯坦场方程。该方程式同时包含爱因斯坦和杨米尔斯场方程式。同样,该方程式产生了一个新的方程式,它可能具有有趣的实验结果。

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