Victor M. Lara-G'omez

collaborators

2 papers

math.GR2026

Finite generating sets for monoids of $G$ -equivariant functions

RamÃ³n H. Ruiz-Medina, Victor M. Lara-GÃ³mez, Gerardo Romero-Rosales

Given the action of a group $G$ on a set $X$ , the set of all $G$ -equivariant functions, i.e., those satisfying $f (g \cdot x) = g \cdot f (x)$ for all $g \in G$ and $x \in X$ , forms a mono…

math.GR2025

Green relations over finite monoids of $G$ -equivariant functions

Ramon H- Ruiz-Medina, Victor M. Lara-GÃ³mez

For a group $G$ acting over a set $X$ , the set of all the $G$ -equivariant functions, i.e., the set of functions which conmute with the action, ($g\cdot f(x)=g\cdot f(x), \forall g\…

Finite generating sets for monoids of G-equivariant functions

Green relations over finite monoids of G-equivariant functions

Finite generating sets for monoids of $G$ -equivariant functions

Green relations over finite monoids of $G$ -equivariant functions