Semigroup gradings on associative rings
YA Bahturin, MV Zaicev - Advances in Applied Mathematics, 2006 - Elsevier
YA Bahturin, MV Zaicev
Advances in Applied Mathematics, 2006•ElsevierThe main aim of this paper is the adaptation of the results of the papers [YA Bahturin, SK
Sehgal, MV Zaicev, Group gradings on associative algebras, J. Algebra 241 (2)(2001) 677–
698; YA Bahturin, SK Sehgal, MV Zaicev, Finite-dimensional graded simple algebras,
preprint, and MV Zaĭtsev, SK Segal, Finite gradings of simple Artinian rings, Vestnik Moskov.
Univ. Ser. I Mat. Mekh., vol. 3, 2001, pp. 21–24, 77 (in Russian); translation in Moscow Univ.
Math. Bull. 56 (3)(2001) 21–24] about the structure of graded simple rings from the gradings …
Sehgal, MV Zaicev, Group gradings on associative algebras, J. Algebra 241 (2)(2001) 677–
698; YA Bahturin, SK Sehgal, MV Zaicev, Finite-dimensional graded simple algebras,
preprint, and MV Zaĭtsev, SK Segal, Finite gradings of simple Artinian rings, Vestnik Moskov.
Univ. Ser. I Mat. Mekh., vol. 3, 2001, pp. 21–24, 77 (in Russian); translation in Moscow Univ.
Math. Bull. 56 (3)(2001) 21–24] about the structure of graded simple rings from the gradings …
The main aim of this paper is the adaptation of the results of the papers [Y.A. Bahturin, S.K. Sehgal, M.V. Zaicev, Group gradings on associative algebras, J. Algebra 241 (2) (2001) 677–698; Y.A. Bahturin, S.K. Sehgal, M.V. Zaicev, Finite-dimensional graded simple algebras, preprint, and M.V. Zaĭtsev, S.K. Segal, Finite gradings of simple Artinian rings, Vestnik Moskov. Univ. Ser. I Mat. Mekh., vol. 3, 2001, pp. 21–24, 77 (in Russian); translation in Moscow Univ. Math. Bull. 56 (3) (2001) 21–24] about the structure of graded simple rings from the gradings by groups to the gradings by cancellative semigroups.
Elsevier
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