activity
20182026
collaborators

5 papers

math.QA2026

On the Drinfeld doubles of Laistrygonian algebras in positive characteristic

Nicolás Andruskiewitsch, Dirceu Bagio, Saradia Della Flora +3

In this work, we study restricted Laistrygonian algebras over a field of positive characteristic . We compute their Drinfeld double and give explicit present…

math.RA2020

Degenerations to filiform Lie algebras of dimension 9

Joan Felipe Herrera-Granada, Oscar Marquez, Sonia Vera

For most complex 9-dimensional filiform Lie algebra we find another non isomorphic Lie algebra that degenerates to it. Since this is already known for nilpotent Lie algebras of ran…

math.CO2018

An explicit formula for the distance characteristic polynomial of threshold graphs

Joao Lazzarin, Oscar F. Marquez, Fernando C. Tura

A threshold graph G on n vertices is defined by binary sequence of length n. In this paper we present an explicit formula for computing the distance characteristic polynomial of a…

math.CO2018

No Threshold graphs are cospectral

J. Lazzarin, O. F. Márquez, F. Tura

A threshold graph G on n vertices is defined by binary sequence of length n. In this paper we present an explicit formula for computing the characteristic polynomial of a threshold…

math.RT2018

Branching laws, some results and new examples

Oscar Marquez, Sebastian Simondi, Jorge A. Vargas

For a connected, noncompact matrix simple Lie group so that a maximal compact subgroup has three dimensional simple ideal, in this note we analyze the admissibility of the…