Phases of Matter in Periodically-Driven Floquet Systems - Lecture 3
Explore advanced concepts in periodically-driven quantum systems, focusing on Floquet matter and its unique phases. Gain insights from expert Norman YAO on cutting-edge condensed matter physics.
Phases of Matter in Periodically-Driven Floquet Systems - Lecture 2
Explore advanced concepts in periodically-driven quantum systems, focusing on Floquet theory and its applications to condensed matter physics.
Introduction to Quantum Integrability - Lecture 5
Explore quantum integrability, focusing on advanced concepts and applications in theoretical physics and mathematical physics.
Introduction to Quantum Integrability - Lecture 4
Explore quantum integrability concepts, focusing on advanced topics and applications in theoretical physics.
Introduction to Quantum Integrability - Lecture 3
Explore quantum integrability concepts, focusing on advanced topics and applications in theoretical physics. Gain insights into complex quantum systems.
Introduction to Quantum Integrability - Lecture 1
Explore quantum integrability fundamentals, focusing on key concepts and applications in theoretical physics.
Introduction to Quantum Integrability - Lecture 2
Explore quantum integrability concepts, focusing on advanced topics and applications in theoretical physics.
The Space of Holographic CFTs - Two-Dimensional CFTs and AdS3 Gravity - Lecture 5
Explore two-dimensional CFTs and AdS3 gravity, focusing on their unique properties and connections to holography. Gain insights into the AdS/CFT correspondence in lower dimensions.
The Space of Holographic CFTs - Lecture 4: Bootstrapping the Space of Holographic CFTs
Explore holographic CFTs through conformal bootstrap techniques. Delve into constraints, classifications, and connections to quantum gravity in this advanced theoretical physics lecture.
The Space of Holographic CFTs - Correlation Functions and Holography - Lecture 3
Explore correlation functions in holographic CFTs and their connection to AdS/CFT correspondence. Gain insights into large N conformal field theories and emergent gravity descriptions.
The Space of Holographic CFTs - Lecture 2
Explore large N conformal field theory, conformal bootstrap, and AdS/CFT correspondence. Gain insights into holographic CFTs and their connection to quantum gravity theories.
The Space of Holographic CFTs - Lecture 1
Explore large N conformal field theory, conformal bootstrap, and AdS/CFT correspondence. Gain insights into holographic CFTs and their connection to quantum gravity theories.
Integrability of Box-Ball Systems and Randomized Box-Ball Systems - Part 1
Explorez l'intégrabilité des systèmes de boîtes à boules et leurs versions aléatoires. Découvrez les liens avec la théorie des cristaux, l'ansatz de Bethe et l'ultradiscrétisation dans ce domaine fascinant des mathématiques.
Belavin-Drinfeld Quantum Groups - Survey and Future Directions
Explore Belavin-Drinfeld quantum groups, their deformations, and connections to semi-simple algebraic Poisson groups. Survey current knowledge, conjectures, and future research directions in this field.
Large Coupling Limits of Integrable Spin Chains
Explore dynamics of integrable spin chains, focusing on XXZ chain and Hubbard model. Examine large coupling limits and emerging effective theories in various physical situations.
Modular Tensor Categories, Quantum Groups and Vertex Algebras - Lecture 4
Explore connections between modular tensor categories, quantum groups, and vertex algebras. Delve into the logarithmic Kazhdan–Lusztig conjecture linking quantum groups and vertex algebras.
Fermionic Forms in Logarithmic Vertex Operator Algebras and BPS Quivers
Explore connections between quantum groups, vertex algebras, and quiver representations. Uncover new insights into fermionic forms and their applications in representation theory and enumerative geometry.
Modular Tensor Categories, Quantum Groups and Vertex Algebras - Lecture 1
Explore modular tensor categories, focusing on nonsemisimple theory. Gain insights into these mathematical structures and their connections to quantum symmetries and algebraic concepts.
Braided Fusion Categories - Lecture 5: Witt Equivalence and Categorical Witt Group
Explore advanced concepts in braided fusion categories, including gauging, Picard groups, Witt equivalence, and categorical Witt groups. Suitable for graduate-level mathematics students.
Braided Fusion Categories - Lecture 4
Explore algebraic theory of semisimple braided tensor categories, covering properties, examples, centralizers, equivariantizations, gauging, and Witt equivalence. Suitable for graduate students.
Braided Fusion Categories - Lecture 2
Explore algebraic theory of semisimple braided tensor categories, covering structure, classification, and applications in quantum symmetries and topological quantum field theories.