Contact Information
School of Mathematical Sciences
University College Dublin
Belfield, Dublin 4
Ireland
Office: SERC - Hub 33
Phone: +353 1 716 2558
Fax: +353 1 716 1172
Email: sander[dot]zwegers[at]ucd[dot]ie
Research Interests
My area of interest is number theory. More specifically, I study modular forms and variations thereof, such as Maass forms, mock modular forms, (indefinite) theta functions, (Maass) Jacobi forms, etc.
Teaching
MATH40260: Modular forms of one variable, Spring 2010
MATH20030: Linear Models in the Sciences, Fall 2009
MATH20070: Optimization in Finance, Fall 2009
MATH20150: Graphs and Networks, Spring 2009
MST30030: Financial Mathematics, Spring 2009
MATH20070: Optimization in Finance, Fall 2008
MATH30290: Mathematical Logic, Fall 2008
MST30030: Financial Mathematics, Spring 2008
MST30070: Introduction to Differential Geometry, Spring 2008
Publications and preprints
- Mock theta functions and real analytic modular forms
Contemporary Mathematics 291, 2001, pp. 269-277 - Mock Theta Functions
PhD Thesis, ISBN 90-393-3155-3, Utrecht University, 2002.
Available in printed form on request. - On two fifth order mock theta functions
The Ramanujan Journal 20, 2009, pp. 207-214 - The Folsom-Ono grid contains only integers
Proceedings of the American Mathematical Society 137, 2009, pp. 1579-1584 - Rank-crank type PDE's and non-holomorphic Jacobi forms
(with K. Bringmann)
Mathematical Research Letters, accepted for publication - The tenth order mock theta functions revisited
Bulletin of the London Mathematical Society, accepted for publication - Rank-Crank type PDE's for higher level Appell functions
Acta Arithmetica, accepted for publication - Maass waveforms arising from sigma and related indefinite theta functions
Submitted for publication - Mock Theta Functions I: Appell functions and the Mordell Integral
In preparation - Mock Theta Functions II: Indefinite theta functions of type (r,1)
In preparation
