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Graded central polynomials for the matrix algebra of order two

Brandao, AP; Koshlukov, P; Krasilnikov, A (Springer WienWienAustria, 2009)

GRADED CENTRAL POLYNOMIALS FOR T-PRIME ALGEBRAS

Alves, SM; Brandao, AP; Koshlukov, P (Taylor & Francis IncPhiladelphiaEUA, 2009)

Tensor product theorems in positive characteristic

Azevedo, SS; Fidelis, M; Koshlukov, P (Academic Press Inc Elsevier ScienceSan DiegoEUA, 2004)

Graded Central Polynomials For T -prime Algebras

Alves S.M.; Brandao Jr. A.P.; Koshlukov P. (, 2009)

Central polynomials for Z(2)-graded algebras and for algebras with involution

Brandao, AP; Koshlukov, P (Elsevier Science BvAmsterdamHolanda, 2007)

Central Polynomials For Z2-graded Algebras And For Algebras With Involution

Pereira Brandao Jr. A.; Koshlukov P. (, 2007)

Graded Polynomial Identities For The Lie Algebra Sl2(k)

Koshlukov P. (, 2008)

Polinomios centrais para algebras graduadasCentral polynomials for graded algebras

Brandão Junior, Antonio Pereira ([s.n.], 2006)

Codimensões, cocaracteres, identidades e polinômios centrais Z$_2$-graduados da álgebra de Grassmann

Viviane Ribeiro Tomaz da Silva (Universidade Federal de Minas GeraisUFMG, 2008-12-02)

Let E be the in_nite-dimensional Grassmann algebra over a _eld F of characteristic zero and consider L the F-vector space spanned by all generators of E. Let 'l be an automorphism of E of order 2 such that L is an homogeneous ...

Identidades polinomiais em algebras T-primasPolynomial identities in T-prime algebras

Fidelis, Marcello ([s.n.], 2005)