The least degree of identities in the subspace M
1
(m,k)
(F) of the matrix superalgebra M
(m,k)(F) |
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| Authors: | S Yu Antonov |
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| Institution: | 1. Kazan State Power Engineering University, ul. Krasnosel??skaya 51, Kazan, 420066, Russia
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| Abstract: | We determine the least degree of identities in the subspace M 1 (m,k) (F) of the matrix superalgebra M (m,k)(F) over a field F for arbitrary m and k. For the subspace M 1 (m,k) (F) (k > 1) we obtain concrete minimal identities and generalize some results by Chang and Domokos. |
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| Keywords: | |
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