Z2-graded Cayley-Hamilton trace identities in M_{n}(E)
arXiv:2004.12101
Abstract
We show, how the combination of the Cayley-Hamilton theorem and a certain companion matrix construction can be used to derive Z2-graded trace identities in M_{n}(E).
arXiv:2004.12101
We show, how the combination of the Cayley-Hamilton theorem and a certain companion matrix construction can be used to derive Z2-graded trace identities in M_{n}(E).