Search results for "Polinomial identities. Variety"

showing 1 items of 1 documents

On almost nilpotent varieties of subexponential growth

2015

Abstract Let N 2 be the variety of left-nilpotent algebras of index two, that is the variety of algebras satisfying the identity x ( y z ) ≡ 0 . We introduce two new varieties, denoted by V sym and V alt , contained in the variety N 2 and we prove that V sym and V alt are the only two varieties almost nilpotent of subexponential growth.

Discrete mathematicsSecondaryAlgebra and Number TheoryCodimensionPolynomial identityCombinatoricsSettore MAT/02 - AlgebraMathematics::Group TheoryIdentity (mathematics)NilpotentCodimensionVarietyVariety (universal algebra)Nilpotent groupAlmost nilpotentPrimaryPolinomial identities. Variety Codimensions Growth.MathematicsJournal of Algebra
researchProduct