Completed
Ralph Sabbagh - On the Weyl symbols of Gaussian semigroups - IPAM at UCLA
Class Central Classrooms beta
YouTube videos curated by Class Central.
Classroom Contents
Dynamics of Density Operators - 2025
Automatically move to the next video in the Classroom when playback concludes
- 1 Ralph Sabbagh - On the Weyl symbols of Gaussian semigroups - IPAM at UCLA
- 2 Di Fang - How Mathematical Analysis can help better understand quantum algorithms - IPAM at UCLA
- 3 Katy Craig - Vector Valued Optimal Transport: From Dynamic to Kantorovich Formulations
- 4 Wilfrid Gangbo - Viscosity solutions in non-commutative variables - IPAM at UCLA
- 5 Marius Junge - Why Ricci curvature (almost) failed us in noncommutative dynamics - IPAM at UCLA
- 6 Peixue Wu - From non-commutative optimal transport to limitations of quantum simulations
- 7 Haonan Zhang - On the Ricci curvature lower bounds for quantum Markov semigroups - IPAM at UCLA
- 8 Franca Hoffmann - Covariance-Modulated Optimal Transport Geometry - IPAM at UCLA
- 9 Dimitri Shlyakhtenko - Transport in free probability theory - IPAM at UCLA
- 10 Eric Carlen - Approach to steady state for Lindblad evolutions equations in statistical mechanics
- 11 Francois Golse - Wasserstein Distance and the Observability Problem in Quantum Mechanics
- 12 Roy Araiza - Lipschitz Cost of Quantum Channels on von Neumann Algebras - IPAM at UCLA
- 13 David Andrew Jekel - Relating entropy and Wasserstein distance in free probability - IPAM at UCLA
- 14 Melchior Wirth - Completely positive maps and the V-transform - IPAM at UCLA
- 15 Andrew Jordan - Continuous quantum measurements: The most likely path with pre- and post-selection
- 16 Dmitry Vorotnikov - Matrix-valued problems reminiscent of optimal transport and applications to PDEs
- 17 Rocco Duvenhage - Quadratic Wasserstein distance between quantum dynamical systems - IPAM at UCLA
- 18 Dániel Virosztek - Optimal transport by quantum channels: non-quadratic problems, metric properties
- 19 Jean-Claude Zambrini - Integrability of Hamilton-Jacobi-Bellman equation - IPAM at UCLA
- 20 Karol Zyczkowski - Transforms of classical & quantum states & discrete dynamics in quantum measures
