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20162023
most citedString and band complexes over SAG algebras

1 citations · 1 across the 6 of their papers we have counts for

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7 papers

math.RT2023

UMP Monomial Algebras: Combinatorial and Homological Consequences

Jhony Caranguay-Mainguez, Andrés Franco, David Reynoso-Mercado +1

In this paper, we apply the techniques developed in [5] to present several consequences of studying UMP algebras and the ramifications graph of a monomial bound quiver algebra. Spe…

math.RT2023

About UMP algebras and a special classification case

Jhony F. Caranguay-Mainguez, Andrés Franco, David Reynoso-Mercado +1

The class of UMP algebras arises in several classification problems in the context of derived categories of finite-dimensional algebras. In this paper we define the class of UMP al…

math.LO2021

A note on the definability of genus for Zariski geometries

Darío García, Pedro Rizzo, Joel Torres del Valle

In this work we propose a notion of genus in the context of Zariski geometries and we obtain natural generalizations of the Riemann--Hurwitz Theorem and the Hurwitz Theorem in the…

math.RT2020

On a deformation theory of finite dimensional modules over repetitive algebras

Adriana Fonce-Camacho, Hernán Giraldo, Pedro Rizzo +1

Let be a basic finite dimensional algebra over an algebraically closed field , and let be the repetitive algebra of . In this article, we prove that…

math.RT2020

Periodic String Complexes over String Algebras

Andrés Franco, Hernán Giraldo, Pedro Rizzo

In this paper we develop combinatorial techniques for the case of string algebras with the aim to give a characterization of string complexes with infinite minimal projective resol…

math.RT2019★ 1 cited

String and band complexes over SAG algebras

Andrés Franco, Hernán Giraldo, Pedro Rizzo

We give a combinatorial description of a family of indecomposable objects in the bounded derived categories of a new class of algebras: string almost gentle algebras. These indecom…