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Method of finding inverse matrix order N

机译:求逆矩阵阶数N的方法

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摘要

A linear parameterization of group GL(N, C) formed by certain basis of matrices with in advance known symmetry properties is offered. The concept of the canonical basis is introduced by means of direct product of the corresponding so-called generalized Gell-Mann matrices. The properties of this canonical basis are enumerated and proved; algorithm of finding inverse matrix order N in canonical basis is proposed.
机译:提供了由预先确定的对称性的矩阵的某些基础形成的GL(N,C)组的线性参数化。规范基础的概念是通过相应的所谓广义Gell-Mann矩阵的直接乘积引入的。列举并证明了该规范基础的性质;提出了以正则为基础求逆矩阵阶数N的算法。

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