Semiclassical analysis, chaotic dynamics, and fractal uncertainty principle - Semyon Dyatlov
Semyon Dyatlov: Fractal uncertainty principle and quantum chaos
Weyl's Law: An Adventure in Semiclassical Analysis (Aaron Moser)
Fractal uncertainty principle and its applications - Semyon Dyatlov
Shi Jin: Semiclassical computational methods for quantum dynamics with band-crossing and uncertainty
An introduction to quantum chaos - Stéphane Nonnemacher
Clotilde Fermanian-Kammerer - Semi-classical analysis and the correspondence principle
Colloquium MathAlp 2017 - Maciej Zworski
Laura Cladek - Additive Energy of Regular Measures and the Fractal Uncertainty Principle in High Dim
Various Approaches to Semiclassical Quantum Dynamics - George A. Hagedorn
Chaotic Dynamics
Bernard Helffer: Semiclassical methods and tunneling effects: old and new
Andras Vasy
Semiclassical analysis of a problem with a circular well
Malo Jézéquel: Semiclassical measures for higher dimensional quantum cat maps
Proof of fractal uncertainty principle - Ruixiang Zhang
From classical to quantum and back - Maciej Zworski
Semiclassical analysis, amplification, and subconvexity - Simon Marshall
Semiclassical analysis and the convergence of the finite element method
Setsuro Fujiie. Microlocal method for the semiclassical distribution of quantum resonances