M. A. Khrystik

most citedAn Upper Bound on the Length of an Algebra and Its Application to the Group Algebra of the Dihedral Group

2 citations · 2 across the 2 of their papers we have counts for

collaborators

2 papers

math.RA2026

Combinatorics on finite words and the length of a finite-dimensional associative algebra

M. A. Khrystik

Let $f_{W} (n)$ be the number of different factors of length $n$ appearing in $W$ . A classical result of Morse and Hedlund, stated in 1938, asserts that an infinite word $W$ is ultima…

math.RA2024★ 2 cited

An Upper Bound on the Length of an Algebra and Its Application to the Group Algebra of the Dihedral Group

M. A. Khrystik

Let $A$ be an $F$ -algebra and let $S$ be its generating set. The length of $S$ is the smallest number $k$ such that $A$ equals the $\mat…