Lu'is Felipe Gonccalves Fonseca

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20142020

most citedDegree-inverting involutions on matrix algebras

6 citations · 11 across the 8 of their papers we have counts for

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2 papers · 1 filter

math.RA2020

A note on the $Z_{2} \times Z_{2}$ -graded identities of $E \otimes E$ over a finite field

Luís Felipe Gonçalves Fonseca

Let $F$ be a finite field of $c ha r F = p$ and size $∣ F ∣ = q$ . Let $E$ be the unitary infinity dimensional Grassmann algebra. In this short note, we describe the $\mathbb{Z}_2 \time…

math.RA2020

$Z_{3}$ -graded identities of the pair $(M_{3} (K), g l_{3} (K))$

Luís Felipe Gonçalves Fonseca

Let $M_{n} (K)$ be the algebra of $n \times n$ matrix over an infinite integral domain $K$ . Let $g l_{n} (K)$ be the Lie algebra of $n \times n$ matrix with the usual Lie product over $K$ …

A note on the Z2​×Z2​-graded identities of E⊗E over a finite field

Z3​-graded identities of the pair (M3​(K),gl3​(K))

A note on the $Z_{2} \times Z_{2}$ -graded identities of $E \otimes E$ over a finite field

$Z_{3}$ -graded identities of the pair $(M_{3} (K), g l_{3} (K))$