4 x 4 matrices in Dirac parametrization: inversion problem and determinant

Details 4 x 4 matrices in Dirac parametrization: inversion problem and determinant 4 x 4 matrices in Dirac parametrization: inversion problem and determinant

2007-09-22

arxiv.org/abs/0709.3574v2

Physics

High Energy Physics

High Energy Physics - Theory

32 pages, several sections removed, several references added

Scientific paper

Parametrization of complex 4 x 4 - matrices G in terms of Dirac tensor
parameters (A,B,A_{l},B_{l},F_{kl}) or equivalent four complex 4-vectors
(k,m,n,l) is investigated. In the given parametrization, the problem of
inverting any 4 x 4 matrix G is solved. Expression for determinant of any
matrix G is found: det G = F(k,m,n,l).

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