Ludwig-Maximilians-Universität Munich
Quantum Monte Carlo methods for fermion Hamiltonians with sign problem, and applications in the Hubbard model, part 1
Quantum Monte Carlo methods for fermion Hamiltonians with sign problem, and applications in the Hubbard model, part 2
Engineering flat-bands in moiré materials, part 2
Topological insulators and Berry phases (Lecture 1)
New tools for computing in gauge theories - Part IV
The string theory landscape, part 2
Tutorial on boosting event generation & unfolding with generative networks, part 1
Entanglement entropy following a quantum quench, Lecture 4
Engineering topological phases: wire Majoranas to Floquet topological insulators (Lecture 1)
Entanglement entropy following a quantum quench, Lecture 2
1D Active Matter, Guided Mechanochemical Pattern Formation, Lecture 3
The dynamical mean-field description of strong correlations
Machine learning for string theory
Information theory and optimality in biological networks, Lecture 1
Introduction to black holes in String theory and in AdS/CFT, Part 1
Spatial population genetics, Lecture 1
Transport: from Boltzmann equations to holography - Lecture 2
Non-equilibrium dynamics & Holography, Lecture 4
Entanglement, geometry and black holes, part 2
Introduction to black hole informatics, Lecture 1
Introduction to Gauge/Gravity Duality, Part 3
Dynamical Mean Field Theory (DMFT) and impurity solvers, Lecture 1
Quantum Black Holes, Part 3
Supergravity and Exceptional Field Theory, part 3
Distance Conjecture and the Species Scale
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