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An alternative derivation of the Dirac operator generating intrinsic Lagrangian local gauge invariance

机译:Dirac算子生成内在拉格朗日局部规范不变性的另一种推导

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摘要

This paper introduces an alternative formalism for deriving the Dirac operator and equation. The use of this formalism concomitantly generates a separate operator coupled to the Dirac operator. When operating on a Clifford field, this coupled operator produces field components which are formally equivalent to the field components of Maxwell's electromagnetic field tensor. Consequently, the Lagrangian of the associated coupled field exhibits internal local gauge symmetry. The coupled field Lagrangian is seen to be equivalent to the Lagrangian of Quantum Electrodynamics.
机译:本文介绍了另一种形式推导Dirac算子和方程的形式主义。这种形式主义的使用会随之产生一个与Dirac运算符耦合的独立运算符。当在Clifford场上操作时,此耦合算子产生的场分量在形式上等效于Maxwell电磁场张量的场分量。因此,相关联的耦合场的拉格朗日表现出内部局部规范对称性。拉格朗日耦合场被视为等同于量子电动力学的拉格朗日。

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