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On the graded automorphisms of upper triangular matrix algebras

Published 4 Oct 2017 in math.RA | (1710.01828v1)

Abstract: We compute the graded automorphisms of the upper triangular matrices, viewed as associative, Lie and Jordan algebras. We compute also the so called self-equivalences and Weyl and diagonal groups for every grading.

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Authors (1)

  1. Felipe Yukihide Yasumura 

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