Daniel Vallières

most citedOn

Z_{ℓ}^{d}

-towers of graphs

2 citations · 2 across the 2 of their papers we have counts for

collaborators

2 papers

math.NT2024

Iwasawa theory for branched $Z_{p}$ -towers of finite graphs

Rusiru Gambheera, Daniel Vallières

We initiate the study of Iwasawa theory for branched $Z_{p}$ -towers of finite connected graphs. These towers are more general than what have been studied so far, since the…

math.CO2022★ 2 cited

On $Z_{ℓ}^{d}$ -towers of graphs

Sage DuBose, Daniel Vallières

Let $ℓ$ be a rational prime. We show that an analogue of a conjecture of Greenberg in graph theory holds true. More precisely, we show that when $n$ is sufficiently large, the $…

Iwasawa theory for branched Zp​-towers of finite graphs

On Zℓd​-towers of graphs

Iwasawa theory for branched $Z_{p}$ -towers of finite graphs

On $Z_{ℓ}^{d}$ -towers of graphs