Thomas Driscoll-Spittler

Thomas Driscoll-Spittler is a Researcher in the Department of Mathematics at Technische Universität Darmstadt, specializing in the Algebra Group. He is part of the DFG-Projekt 'Geometry and Arithmetic of Uniformized Structures.' His research focuses on the intersection of Number Theory and Mathematical Physics, particularly in Automorphic Forms, infinite-dimensional Lie algebras, and Vertex Algebras. These areas are interconnected through their ties to Modular Forms.

He has presented his work internationally, including talks on 'Reflective modular varieties and their cusps' at the University of Cologne and 'Vertex operator expressions for Lie algebras of physical states' at TU Darmstadt. His publications include studies on reflective modular forms and vertex operator algebras, as well as a 2022 PhD thesis on this topic.

No scientific awards are listed in the provided text. He has taught courses such as 'Mathe 1 ET' and seminars on Lie Algebras and Automorphic Forms, collaborating with colleagues like C. Müller, M. Dittmann, and J. Wilhelm. His work is aligned with the Algebra Group's research priorities within the university's Mathematics department.