Richard Gottesman

most citedThe arithmetic of vector-valued modular forms on

Γ_{0} (2)

7 citations · 7 across the 1 of their papers we have counts for

collaborators

2 papers

math.NT2019

The module of vector-valued modular forms is Cohen-Macaulay

Richard Gottesman

Let $H$ denote a finite index subgroup of the modular group $Γ$ and let $ρ$ denote a finite-dimensional complex representation of $H .$ Let $M (ρ)$ denote the collection of holomorph…

math.NT2018★ 7 cited

The arithmetic of vector-valued modular forms on $Γ_{0} (2)$

Richard Gottesman

Let $ρ$ denote an irreducible two-dimensional representation of $Γ_{0} (2)$ . The collection of vector-valued modular forms for $ρ$ , which we denote by $M (ρ)$ , form a graded and free…

The module of vector-valued modular forms is Cohen-Macaulay

The arithmetic of vector-valued modular forms on Γ0​(2)

The arithmetic of vector-valued modular forms on $Γ_{0} (2)$