3 papers
math.RA2026
A structural classification of algebras with graded involution and quadratic codimension growth
Wesley Quaresma Cota, Luiz Henrique de Souza Matos, Ana Cristina Vieira
The theory of algebras with polynomial identities has developed significantly, with special attention devoted to the classification of varieties according to the asymptotic behavio…
math.RA2025
On the colength sequence of algebras with graded involution
Wesley Quaresma Cota, Rafael Bezerra dos Santos, Ana Cristina Vieira
In recent years, many results have been established regarding classifications of varieties whose colength sequences are bounded by a fixed constant. In this work, we explore this t…
math.RA2025
Minimal varieties of algebras with graded involution and quadratic growth
Wesley Quaresma Cota, Ana Cristina Vieira
Subalgebras of upper triangular matrix algebras have played a fundamental role in the classification of minimal varieties of polynomial growth. Such classification has become a sou…