Let V be a variety of superalgebras with graded involution and let cngri(V) be its sequence of ⁎-graded codimensions. We say that V has polynomial growth nk if asymptotically cngri(V)≈ank, for some a≠0. Furthermore, V is minimal of polynomial growth nk if cngri(V) grows as nk and any proper subvariety of V has polynomial growth nt, with t
Ioppolo, A., dos Santos, R., Santos, M., Vieira, A. (2021). Superalgebras with graded involution: Classifying minimal varieties of quadratic growth. LINEAR ALGEBRA AND ITS APPLICATIONS, 621(15 July 2021), 105-134 [10.1016/j.laa.2021.03.011].
Superalgebras with graded involution: Classifying minimal varieties of quadratic growth
Ioppolo A.
;
2021
Abstract
Let V be a variety of superalgebras with graded involution and let cngri(V) be its sequence of ⁎-graded codimensions. We say that V has polynomial growth nk if asymptotically cngri(V)≈ank, for some a≠0. Furthermore, V is minimal of polynomial growth nk if cngri(V) grows as nk and any proper subvariety of V has polynomial growth nt, with t
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