Markus Faulhuber

Markus Faulhuber is a Senior Lecturer at the Faculty of Mathematics, specializing in harmonic analysis, Gabor frames, and lattice optimization. His research intersects mathematical physics, operator theory, and signal processing, with a focus on frame sets, theta functions, and Gaussian distributions.

• Active in time-frequency analysis and lattice energy minimization
• Recipient of the Doc Award (2018) and Best Poster Award (2024)
• Currently leading projects on universal optimality of the hexagonal lattice (2020–2022) and quantum paving (2025)

His recent work explores the frame properties of Hermite functions, spectral bounds of self-adjoint operators, and the interplay between sphere packings and Gabor systems. Key subfields include extremal theta functions, variational principles, and quantum harmonic analysis.

Notable scientific awards include the Doc Award for excellence in academic research (2018) and Best Poster Award (2024). He has contributed to 45 activities, including organizing the ESI Workshop on Quantum Harmonic Analysis (2025) and presenting on Gabor analysis (2024).