activity
20082019
most citedSome Divisibility Properties in Ring of Polynomials over a Unique Factorization Domain

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

collaborators

3 papers

math.RT2019

Derived tame Nakayama algebras

Viktor Bekkert, Hernan Giraldo, Jose A. Velez-Marulanda

We determine the derived representation type of Nakayama algebras and prove that a derived tame Nakayama algebra without simple projective module is gentle or derived equivalent to…

math.RT2012

Universal deformation rings of string modules over a certain symmetric special biserial algebra

Jose A. Velez-Marulanda

Let $\k$ be an algebraically closed field, let $\A$ be a finite dimensional $\k$-algebra and let be a $\A$-module with stable endomorphism ring isomorphic to $\k$. If $\A$ is s…

math.AC2008★ 2 cited

Some Divisibility Properties in Ring of Polynomials over a Unique Factorization Domain

Luis F. Caceres, Jose A. Velez-Marulanda

Using polynomial evaluation, we give some useful criteria to answer questions about divisibility of polynomials. This allows us to develop interesting results concerning the prime…