Jos'e A. V'elez-Marulanda

activity

20232026

collaborators

4 papers

math.RT2026

On universal deformation rings and stable equivalences of Gorenstein-projective modules

Shengyong Pan, Jose A. Velez-Marulanda

Let $k$ be a field and let $Λ$ and $Γ$ finite dimensional $k$ -algebras. Assume that $_{Γ} X_{Λ}$ and $_{Λ} Y_{Γ}$ are bimodules that define a singular equivalence of Mo…

math.RT2025

Universal deformation rings of a special class of modules over generalized Brauer tree algebras

Jhony F. Caranguay-Mainguez, Pedro Rizzo, José A. Vélez-Marulanda

Let $k$ be an algebraically closed field and $Λ$ a generalized Brauer tree algebra over $k$ . We compute the universal deformation rings of the periodic string modules over…

math.CT2024

Liftings of point-wise finite dimensional persistence modules over local commutative Artinian rings

José A. Vélez-Marulanda

Let $k$ be a field and let $V : C \to k -Mod$ be a point-wise finite dimensional persistence modules, where $C$ is a small category. As…

math.RT2023

A note on deformations of finite dimensional modules over $k$ -algebras

Jose A. Vélez-Marulanda, Pedro Rizzo

Let $k$ be a field, and let $Λ$ be a (not necessarily finite dimensional) $k$ -algebra. Let $V$ be a left $Λ$ -module such that is finite dimensional over $\mathbb{…

On universal deformation rings and stable equivalences of Gorenstein-projective modules

Universal deformation rings of a special class of modules over generalized Brauer tree algebras

Liftings of point-wise finite dimensional persistence modules over local commutative Artinian rings

A note on deformations of finite dimensional modules over k-algebras

A note on deformations of finite dimensional modules over $k$ -algebras