1 citations · 1 across the 3 of their papers we have counts for
5 papers
Identities and isomorphisms of finite graded matrix algebras
Diogo Diniz, Daniela Martinez Correa, Dimas José Gonçalves +1
Let be a finite field and let be a group such that every finite subgroup of is cyclic. In this paper we classify the division gradings by cyclic groups on matr…
Group gradings, graded identities and central polynomials of algebras with almost polynomial -growth
Wesley Quaresma Cota, Daniela Martinez Correa
The finite-dimensional -algebras and $D_0=Fe_{22}+Fe_{33}+Fe_{12}+Fe_{13}+Fe_{14}+Fe_{23}+Fe_{24}+Fe_{34} \su…
Finite basis property for finite graded algebras
Yuri Bahturin, Daniela Martinez Correa, Diogo Diniz
Let be a finite group and let $\F$ be a finite field. We prove that any finite-dimensional -graded associative algebra over $\F$ has a finite basis for its -graded po…
Polynomial identities of finite prime Universal algebras
Yuri Bahturin, Daniela Martinez Correa, Diogo Diniz +1
We prove that two finite prime -algebras defined over the same unital commutative ring and satisfying the same set of polynomial identities are isomorphic.
Cocharacters of
Lucio Centrone, Vesselin Drensky, Daniela Martinez Correa
Let be a field of characteristic and let be the infinite dimensional Grassmann algebra over . In the first part of this paper we give an algorithm calculating the ge…