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Identities for the Lie algebra gl(2) over an infinite field of characteristic two
Published 22 Dec 2016 in math.RA | (1612.07748v1)
Abstract: In 1970 Vaughan-Lee established that over an infinite field of characteristic two the ideal T[gl(2)] of all polynomial identities for the Lie algebra gl(2) is not finitely generated as a T-ideal. But a generating set for this ideal of polynomial identities was not found. We establish some generating set for the T-ideal T[gl(2)].
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