30 citations · 305 across the 60 of their papers we have counts for
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Algebraic entropy and a complete classification of path algebras over finite graphs by growth
Wolfgang Bock, Cristóbal Gil Canto, Dolores Martín Barquero +3
The Gelfand-Kirillov dimension is a well established quantity to classify the growth of infinite dimensional algebras. In this article we introduce the algebraic entropy for path a…
An Adjacency Matrix Perspective of Talented Monoids and Leavitt Path Algebras
Wolfgang Bock, Alfilgen Sebandal
In this article we establish relationships between Leavitt path algebras, talented monoids and the adjacency matrices of the underlying graphs. We show that indeed the adjacency ma…
A Talented Monoid View on Lie Bracket Algebras over Leavitt Path Algebras
Wolfgang Bock, Alfilgen Sebandal, Jocelyn Viliela
In this article, we study properties as simplicity, solvability and nilpotency for Lie bracket algebras arising from Leavitt path algebras, based on the talented monoid of the unde…