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20172024
most citedQuinary forms and paramodular forms

1 citations · 1 across the 5 of their papers we have counts for

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6 papers

math.CO2024

Some families of digraphs determined by the complementarity spectrum

Diego Bravo, Florencia Cubría, Marcelo Fiori +1

We examine the capacity of the complementarity spectrum to distinguish non-isomorphic digraphs. We focus on the seven families with exactly three complementarity eigenvalues. Our f…

math.NT2024

Repulsion of zeros close to for L-functions

Nicolás Coloma, Maria Espericueta Sandoval, Erika Lopez +4

In this paper we present results of several experiments in which we model the repulsion of low-lying zeros of L-functions using random matrix theory. Previous work has typically fo…

math.NT2023

A database of paramodular forms from quinary orthogonal modular forms

Eran Assaf, Watson Ladd, Gustavo Rama +2

We compute tables of paramodular forms of degree two and cohomological weight via a correspondence with orthogonal modular forms on quinary lattices.

math.NT2021★ 1 cited

Quinary forms and paramodular forms

Neil Dummigan, Ariel Pacetti, Gustavo Rama +1

We work out the exact relationship between algebraic modular forms for a two-by-two general unitary group over a definite quaternion algebra, and those arising from genera of posit…

math.RT2018

Gaps for the Igusa-Todorov function

Marcos Barrios, Gustavo Mata, Gustavo Rama

For a finite dimensional algebra with we prove that there always exist modules and such that and . On the other hand,…

math.RT2017

The Igusa-Todorov function for truncated path algebras

Marcos Barrios, Gustavo Mata, Gustavo Rama

Given a truncated path algebra we prove that $\fidim A = \fidim A^{\op}$. We also compute the -dimension of in function of the -dimension of $\fra…