Thomas Reichelt

Thomas Reichelt is a Researcher at the University of Mannheim within the School of Business Informatics and Business Mathematics, focusing on Mathematics. His research bridges algebraic geometry, differential equations, and mirror symmetry, with a particular emphasis on Frobenius manifolds, Hodge theory, and hypergeometric systems.

• Current Projects: Mirror symmetry, irregular singularities, and tautological systems.
• Former Projects: SÉDIGA (2009–2012), SISYPH (2014–2016).

Reichelt's work explores the intersection of algebraic structures and geometric phenomena, particularly in singular spaces and quantum models. His publications span topics like GKZ-systems, weight filtrations, and logarithmic degenerations, often involving collaborations with leading mathematicians such as Christian Sevenheck and Uli Walther. Recent papers address holonomic rank problems and Lyubeznik-type invariants.

Scientific Awards:

• Emmy Noether Research Group Fellowship

Reichelt's research group investigates the deep connections between algebraic geometry and mathematical physics, contributing to both theoretical frameworks and computational methods in D-module theory.