Diogo Diniz

collaborators

2 papers

math.RA2026

Finite basis property for finite graded algebras

Yuri Bahturin, Daniela Martinez Correa, Diogo Diniz

Let $G$ be a finite group and let $\F$ be a finite field. We prove that any finite-dimensional $G$ -graded associative algebra $A$ over $\F$ has a finite basis for its $G$ -graded po…

math.RA2026

Graded identities for matrix algebras of order two over a finite field

Diogo Diniz, Eduardo Pinto da Fonsêca, Luis Filipe Ramos

Let $G$ be an arbitrary group and let $F$ be a finite field. In this paper, we determine bases for the $T_{G}$ -ideals of graded polynomial identities of the algebra $M_2(\ma…