activity
20172022
most citedOn partial skew groupoids rings

3 citations · 7 across the 9 of their papers we have counts for

collaborators

16 papers

math.RA2021

Ring theoretic properties of partial skew groupoid rings with applications to Leavitt path algebras

Dirceu Bagio, Víctor Marín, Héctor Pinedo

Let be a group-type partial action of a connected groupoid on a ring and the corresponding partial skew groupoi…

math.CT2020

On direct product, semidirect product of groupoids and partial actions

Víctor Marín, Héctor Pinedo

We present some constructions of groupoids as: direct product, semidirect product, and we give necessary and sufficient conditions for a groupoid to be embedded into a direct produ…

math.RA2020

On the structure of nearly epsilon and epsilon-strongly graded rings

Luis Martínez, Héctor Pinedo, Yerly Soler

In this work we study the classes of epsilon and nearly epsilon-strongly graded rings by a group . In particular, we extend Dade's theorem to the realm of nearly epsilon-strongl…

math.RA20201 cited

On partial Galois abelian extensions

Andrés Cañas, Víctor Marín, Héctor Pinedo

In this article we construct the inverse semigroup of equivalence classes of partial Galois abelian extensions of a commutative ring R with same group G, called the Harrison partia…

math.RA2020

Partial actions and cyclic Kummer's theory

Andrés Cañas, Victor Marín, Héctor Pinedo

We introduce a theory of cyclic Kummer extensions of commutative rings for partial Galois extensions of finite groups, extending some of the well-known results of the theory of Kum…

math.RA2020

Object-unital groupoid graded rings, crossed products and separability

Juan Cala, Patrik Nystedt, Héctor Pinedo

We extend the classical construction by Noether of crossed product algebras, defined by finite Galois field extensions, to cover the case of separable (but not necessarily finite o…