Olav K. Richter

most citedSturm Bounds for Siegel Modular Forms

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

collaborators

2 papers

math.NT2023

Imaginary quadratic fields with $ℓ$ -torsion-free class groups and specified split primes

Olivia Beckwith, Martin Raum, Olav Richter

Given an odd prime $ℓ$ and finite set of odd primes $S_{+}$ , we prove the existence of an imaginary quadratic field whose class number is indivisible by $ℓ$ and which splits at…

math.NT2015★ 1 cited

Sturm Bounds for Siegel Modular Forms

Olav K. Richter, Martin Westerholt-Raum

We establish Sturm bounds for degree g Siegel modular forms modulo a prime p, which are vital for explicit computations. Our inductive proof exploits Fourier-Jacobi expansions of S…

Imaginary quadratic fields with ℓ-torsion-free class groups and specified split primes

Sturm Bounds for Siegel Modular Forms

Imaginary quadratic fields with $ℓ$ -torsion-free class groups and specified split primes