Antonio Lei

activity

20092026

most citedEuler systems for Rankin--Selberg convolutions of modular forms

88 citations · 416 across the 62 of their papers we have counts for

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math.CO2026

Recovering Laplacian Lattices from $L$ -Functions of Graphs

Daniel Labib, Antonio Lei

We introduce $L$ -functions associated with characters of the Jacobian of a finite graph, as a graph-theoretic analogue of the $L$ -functions arising from unramified coverings of alg…

math.CO2022★ 6 cited

On the distribution of Iwasawa invariants associated to multigraphs

Cédric Dion, Antonio Lei, Anwesh Ray +1

Let $ℓ$ be a prime number. The Iwasawa theory of multigraphs is the systematic study of growth patterns in the number of spanning trees in abelian $ℓ$ -towers of multigraphs.…

math.CO2022

The non- $ℓ$ -part of the number of spanning trees in abelian $ℓ$ -towers of multigraphs

Antonio Lei, Daniel Vallières

Let $ℓ$ and $p$ be two distinct primes. We study the $p$ -adic valuation of the number of spanning trees in an abelian $ℓ$ -tower of connected multigraphs. This is analogous to…

Recovering Laplacian Lattices from L-Functions of Graphs

On the distribution of Iwasawa invariants associated to multigraphs

The non-ℓ-part of the number of spanning trees in abelian ℓ-towers of multigraphs

Recovering Laplacian Lattices from $L$ -Functions of Graphs

The non- $ℓ$ -part of the number of spanning trees in abelian $ℓ$ -towers of multigraphs