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Thomas Guhr: Random Matrix Theory Applications from Single to Many-Body Quantum Chaos - Class 1 of 3

Thomas Guhr: Random Matrix Theory Applications from Single to Many-Body Quantum Chaos - Class 1 of 3

Thomas Guhr: Random Matrix Theory Applications from Single to Many-Body Quantum Chaos - Class 3 of 3

Thomas Guhr: Random Matrix Theory Applications from Single to Many-Body Quantum Chaos - Class 3 of 3

Thomas Guhr: Random Matrix Theory Applications from Single to Many-Body Quantum Chaos - Class 2 of 3

Thomas Guhr: Random Matrix Theory Applications from Single to Many-Body Quantum Chaos - Class 2 of 3

Thomas Guhr: New exact results on the distribution of cross sections in chaotic scattering

Thomas Guhr: New exact results on the distribution of cross sections in chaotic scattering

"Quantum Chaos: From Hydrodynamics to Random Matrix Theory" Brian Swingle (Brandeis)

"Quantum Chaos: From Hydrodynamics to Random Matrix Theory" Brian Swingle (Brandeis)

Jonah Kudler-Flam: Explorations of Dissipative Quantum Chaos from Non-Hermitian Random Matrix Theory

Jonah Kudler-Flam: Explorations of Dissipative Quantum Chaos from Non-Hermitian Random Matrix Theory

Random Matrix Theory for High-Dimensional Time Series

Random Matrix Theory for High-Dimensional Time Series

"Random matrix theory and open quantum systems" by Prof. Manas Kulkarni (TIFR-ICTS, Bengaluru)

"Random matrix theory and open quantum systems" by Prof. Manas Kulkarni (TIFR-ICTS, Bengaluru)

Fermions and Random Matrices by Manas Kulkarni

Fermions and Random Matrices by Manas Kulkarni

Anatoli Polkovnikov: Understanding quantum chaos through adiabatic transformations

Anatoli Polkovnikov: Understanding quantum chaos through adiabatic transformations

Gaussian multiplicative chaos: applications and recent developments - Nina Holden

Gaussian multiplicative chaos: applications and recent developments - Nina Holden

Victor Galitski: Many-Body Level Statistics

Victor Galitski: Many-Body Level Statistics

Barbara Dietz: Non-Relativistic and Relativistic Quantum Chaos - Class 1 of 3

Barbara Dietz: Non-Relativistic and Relativistic Quantum Chaos - Class 1 of 3

Jordan Cotler - Gravitational Constrained Instantons & Random Matrix Theory @Harvard CMSA 9/30/2020

Jordan Cotler - Gravitational Constrained Instantons & Random Matrix Theory @Harvard CMSA 9/30/2020

Sandrine Péché: Eigenvalue distribution for non linear models of random matrices

Sandrine Péché: Eigenvalue distribution for non linear models of random matrices

prof. Arul Lakshminarayan "Entanglement in coupled chaotic systems"

prof. Arul Lakshminarayan "Entanglement in coupled chaotic systems"

mgr Jacek Grela "Dynamics of eigenvalues and eigenvectors of random matrices"

mgr Jacek Grela "Dynamics of eigenvalues and eigenvectors of random matrices"

Martin Sieber: Semiclassical Theory Approach in Quantum Chaos - Class 3 of 3

Martin Sieber: Semiclassical Theory Approach in Quantum Chaos - Class 3 of 3

The geometry of conformally invariant random objects - Brent Werness

The geometry of conformally invariant random objects - Brent Werness

Anatoli Polkovnikov (Boston University )15 novembre 2021 : Illusive Many Body Localization

Anatoli Polkovnikov (Boston University )15 novembre 2021 : Illusive Many Body Localization

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