2 citations · 4 across the 12 of their papers we have counts for
13 papers
Using Steinberg algebras to study decomposability of Leavitt path algebras
Lisa Orloff Clark, Dolores Martin Barquero, Candido Martin Gonzalez +1
Given an arbitrary graph we investigate the relationship between and the groupoid . We show that there is a lattice isomorphism between the lattice of pairs ,…
Gradings and Symmetries on Heisenberg type algebras
A. Calderón, C. Draper, C. Martín +1
We describe the fine (group) gradings on the Heisenberg algebras, on the Heisenberg superalgebras and on the twisted Heisenberg algebras. We compute the Weyl groups of these gradin…
-Biderivations and -commuting maps of triangular algebras
Cándido Martín González, Joe Repka, Juana Sánchez-Ortega
Let $\A$ be an algebra and an automorphism of $\A$. A linear map of $\A$ is called a -derivation of $\A$ if , for all $x, y \in \A$. A bilinear…
Extreme cycles. The center of a Leavitt path algebra
Maria Guadalupe Corrales Garcia, Dolores Martin Barquero, Candido Martin Gonzalez +2
In this paper we introduce new techniques in order to deepen into the structure of a Leavitt path algebra with the aim of giving a description of the center. Extreme cycles appear…
Martindale algebras of quotients of graded algebras
Hannes Bierwirth, Candido Martin Gonzalez, Juana Sanchez Ortega +1
The motivation for this paper has been to study the relation between the zero component of the maximal graded algebra of quotients and the maximal graded algebra of quotients of th…
Associative Dialgebras from a structural viewpoint
Candido Martin Gonzalez
In this note we study associative dialgebras proving that the most interesting such structures arise precisely when the algebra is not semiprime. In fact the presence of some "perf…