Michael Flohr

Roles & Affiliations: Michael Flohr is a Researcher at the Institute of Theoretical Physics, part of the Faculty of Mathematics and Physics at Leibniz University Hannover. He holds the title of Privatdozent (PD Dr.), indicating advanced academic standing in German academia. His role includes safety officer responsibilities within the institute.

Research Interests: Flohr specializes in Logarithmic Conformal Field Theory (LCFT), studying its applications to non-compact models, boundary conditions (e.g., D-branes in WZNW models), and connections to string theory. His work explores topics like four-point functions, Jordan cell representations, and modular properties of characters. He also investigates links between LCFT and physical systems such as the fractional quantum Hall effect and Seiberg-Witten theories. Notable interests include the theoretical underpinnings of dark matter and novel conformal field theory approaches to turbulence.

Recent Research Trends: Flohr’s publications emphasize LCFT’s mathematical structure (e.g., operator product expansions, null vectors) and its applications in integrable systems, topological phases, and non-compact geometries. Collaborations with students focus on extending LCFT frameworks to local theories and analyzing boundary state constraints in non-rational models.

Advising & Grants: Supervised students include Nils Carqueville, Anne-Lý Do, and Hendrik Adorf, whose work spans LCFT vertex algebras, D-brane factorization, and fermionic character expressions. Grants and funding details are not explicitly mentioned but likely tied to institutional support for theoretical physics research.

Labs/Teams: Active within the Institute of Theoretical Physics, contributing to collaborative projects on conformal field theory, string theory, and quantum Hall systems. His research group engages with international workshops (e.g., EUCLID network meetings) and institutions like the Max Planck Institute for Mathematics.