Albert Much

Dr. Albert Much is a researcher at the Universität Leipzig affiliated with the DFG-funded priority programme "Geometry at Infinity" (SPP2026). His work focuses on causal fermion systems, fermionic entropy, and geometric analysis in Lorentzian manifolds, particularly in contexts involving black holes, Minkowski spacetime, and quantum field theory. He collaborates with Felix Finster, Robert H. Jonsson, and other physicists on projects related to self-adjointness of operators and quantum information in relativistic settings.

His recent publications examine:

• Fermionic von Neumann and entanglement entropy in causal fermion systems
• Area laws in two-dimensional diamond geometries
• Modular-theoretic approaches to relative entropy computation

He contributes to the theoretical foundations of quantum fields in globally hyperbolic spacetimes and explores connections between geometric structures and quantum information measures.