activity
20102020
most citedHolomorphic projection for -- the case of weight

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

collaborators

10 papers

math.NT2020

Construction of Poincaré-type series by generating kernels

Yasemin Kara, Moni Kumari, Jolanta Marzec +3

Let be a Fuchsian group of the first kind having a fundamental domain with a finite hyperbolic area, and let be its cover in $\…

math.NT2019

Sturm's operator acting on vector valued -types

Kathrin Maurischat

We define Sturm's operator on vector valued Siegel modular forms obtaining an explicit description of their holomorphic projection in case of large absolute weight. However, for sm…

math.CO2018

Eulerian summation operators and a remarkable family of polynomials

Kathrin Maurischat, Rainer Weissauer

We give several families of polynomials which are related by Eulerian summation operators. They satisfy interesting combinatorial properties like being integer-valued at integral p…

math.NT2017

On unitary groups associated to division algebras of degree three

Kathrin Maurischat

We show that the special unitary group associated to an involution of the second kind on a central division algebra of degree three does not contain hermitian or skew-hermitian ele…

math.NT2016

Sturm's operator for scalar weight in arbitrary genus

Kathrin Maurischat

In contrast to the wellknown cases of large weights, Sturm's operator does not realize the holomorphic projection operator for lower weights. We prove its failure for arbitrary Sie…

math.NT2016

Phantom holomorphic projections arising from Sturm's formula

Kathrin Maurischat, Rainer Weissauer

We show the analytic continuation of certain Siegel Poincaré series to their critical point for weight three in genus two. We proof that this continuation posesses a nonhomomorphic…