Kyle Hammer

activity

20192022

u = 1

of Artin-Ihara

L

-functions

5 citations · 6 across the 3 of their papers we have counts for

collaborators

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math.NT2022

Euclidean rings of $S$ -integers in complex quadratic fields

Kyle Hammer, Kevin McGown, Skip Moses

We give an elementary approach to studying whether rings of $S$ -integers in complex quadratic fields are Euclidean with respect to the $S$ -norm.

math.NT2019★ 5 cited

The special value $u = 1$ of Artin-Ihara $L$ -functions

Kyle Hammer, Thomas W. Mattman, Jonathan W. Sands +1

We study the special value $u = 1$ of Artin-Ihara $L$ -functions associated to characters of the automorphism group of abelian covers of multigraphs. In particular, we show an annihil…

Euclidean rings of S-integers in complex quadratic fields

The special value u=1 of Artin-Ihara L-functions

Euclidean rings of $S$ -integers in complex quadratic fields

The special value $u = 1$ of Artin-Ihara $L$ -functions