A Lie algebra over a finite field of characteristic 2: graded polynomial identities and Specht property

Cites Work

Unnamed Item
Unnamed Item
Unnamed Item
Unnamed Item
Unnamed Item
Unnamed Item
A basis of identities of the algebra of third-order matrices over a finite field
A minimal basis of identities for a second-order matrix algebra over a field of characteristic 0
On the variety of Mal'tsev algebras
A basis for the identities of the algebra of second-order matrices over a finite field
The graded identities of upper triangular matrices of size two
Specht property for some varieties of Jordan algebras of almost polynomial growth
Finite basing of the identities of a matrix algebra of second order over a field of characteristic zero
Gradings on the algebra of upper triangular matrices and their graded identities.
Polynomial identities for the Jordan algebra of upper triangular matrices of order 2
The algebra of $2 \times 2$ upper triangular matrices as a commutative algebra: gradings, graded polynomial identities and Specht property
Polynomial identities for the Jordan algebra of $2 \times 2$ upper triangular matrices
Graded polynomial identities for the upper triangular matrix algebra over a finite field
Actions of Taft's algebras on finite dimensional algebras
Graded polynomial identities and Specht property of the Lie algebra $sl_2$
A note on cocharacter sequence of Jordan upper triangular matrix algebra
Identities of associative algebras
GRADED IDENTITIES FOR THE ALGEBRA OF n×n UPPER TRIANGULAR MATRICES OVER AN INFINITE FIELD
On $\mathbb{Z}_{2}$-graded polynomial identities of $sl_{2}(F)$ over a finite field
VARIETIES OF LIE ALGEBRAS
Ordering by Divisibility in Abstract Algebras
Specht property for the algebra of upper triangular matrices of size two with a Taft’s algebra action
Basis of the identities of the matrix algebra of order two over a field of characteristic $p\neq 2$
Specht property of varieties of graded Lie algebras

This page was built for publication: A Lie algebra over a finite field of characteristic 2: graded polynomial identities and Specht property