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On certain explicit congruences for mock theta functions

- Matthias Waldherr
- Mathematics
- 23 March 2010

Recently, Garthwaite and Penniston have shown that the coefficients of Ramanujan's mock theta function ω satisfy infinitely many congruences of Ramanujan type. In this work we give the first explicit… Expand

Equivalence Problems for Circuits over Sets of Natural Numbers

- Christian Glaßer, K. Herr, Christian Reitwießner, Stephen D. Travers, Matthias Waldherr
- Mathematics, Computer Science
- Theory of Computing Systems
- 18 December 2009

TLDR

Satisfiability of algebraic circuits over sets of natural numbers

- Christian Glaßer, Christian Reitwießner, Stephen D. Travers, Matthias Waldherr
- Computer Science, Mathematics
- Discret. Appl. Math.
- 1 July 2010

TLDR

Satisfiability of Algebraic Circuits over Sets of Natural Numbers

- Christian Glaßer, Christian Reitwießner, Stephen D. Travers, Matthias Waldherr
- Mathematics, Computer Science
- FSTTCS
- 12 December 2007

TLDR

Equivalence Problems for Circuits over Sets of Natural Numbers

- Christian Glaßer, K. Herr, Christian Reitwießner, Stephen D. Travers, Matthias Waldherr
- Computer Science, Mathematics
- CSR
- 3 September 2007

TLDR

ASYMPTOTICS FOR MOMENTS OF HIGHER RANKS

- Matthias Waldherr
- Mathematics
- 13 May 2012

Bringmann, Mahlburg, and Rhoades have found asymptotic expressions for all moments of the partition statistics rank and crank. In this work we extend their methods to higher ranks. The T-rank,… Expand

Arithmetic and Asymptotic Properties of Mock Theta Functions and Mock Jacobi Forms

- Matthias Waldherr
- Mathematics
- 2013

A MAASS LIFTING OF Θ 3 AND CLASS NUMBERS OF REAL AND IMAGINARY QUADRATIC FIELDS

We give an explicit construct of a harmonic weak Maass form FΘ that is a “lift” of Θ3, where Θ is the classical Jacobi theta function. Just as the Fourier coefficients of Θ3 are related to class… Expand

Congruences for the Fourier coefficients of the Mathieu mock theta function

- Tsuyoshi Miezaki, Matthias Waldherr
- Mathematics
- 1 March 2015

Abstract In this paper, we study the congruences for the Fourier coefficients of the Mathieu mock theta function, which appears in the Mathieu moonshine phenomenon discovered by Eguchi, Ooguri, and… Expand

Explicit congruences for mock modular forms

- B. Kane, Matthias Waldherr
- Mathematics
- 10 October 2015

In recent work of Bringmann, Guerzhoy, and the first author, p-adic modular forms were constructed from mock modular forms. This paper proves explicit congruences for these p-adic modular forms.

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