Iritan Ferreira dos Santos

collaborators

2 papers

math.RA2026

On multilinear polynomial identities for $2 \times 2$ matrices in characteristic $2$

Let $K$ be an infinite field of characteristic $2$ . It is well known that the Lie algebra $gl_{2} (K) = M_{2} (K)^{(-)}$ of all $2 \times 2$ matrices does not admit a finite basi…

math.RA2023

Free weakly Novikov metabelian algebra of infinite rank

Iritan Ferreira dos Santos, Alexey M. Kuz'min

An explicit base with multiplication table is obtained for the free weakly Novikov metabelian algebra of infinite rank over an arbitrary field of characteristic $\neq = 2$ .

On multilinear polynomial identities for 2×2 matrices in characteristic 2

Free weakly Novikov metabelian algebra of infinite rank

On multilinear polynomial identities for $2 \times 2$ matrices in characteristic $2$