
Explore advanced concepts in braided fusion categories, including gauging, Picard groups, Witt equivalence, and categorical Witt groups. Suitable for graduate-level mathematics students.

Explore algebraic theory of semisimple braided tensor categories, covering properties, examples, centralizers, equivariantizations, gauging, and Witt equivalence. Suitable for graduate students.

Explore algebraic theory of semisimple braided tensor categories, covering structure, classification, and applications in quantum symmetries and topological quantum field theories.

Explore finite W-algebras, twisted Yangians, and Lax operators. Investigate relationships between these mathematical structures using advanced algebraic techniques.

Explore semisimple braided tensor categories, their structure, and classification. Learn about centralizers, non-degeneracy, equivariantizations, gauging, and Witt equivalence in fusion categories.

Explore Onsager algebras in quantum lattice models, their role in exactly solvable systems, and recent developments in integrable quantum physics.

Explore diagonalization of Heun-Askey-Wilson operators using Leonard pairs and algebraic Bethe ansatz. Delve into eigenstates, Bethe equations, T-Q relations, and connections to Askey-Wilson polynomials.

Explore advanced concepts in non-equilibrium statistical mechanics, including Work Identities, Fluctuation Theorem, and Macroscopic Fluctuation Theory. Learn how integrability techniques yield exact solutions in nonequilibrium physics.

Explore advanced concepts in non-equilibrium statistical mechanics, including Work Identities, Fluctuation Theorem, and Macroscopic Fluctuation Theory. Discover how integrability techniques yield exact solutions in nonequilibrium physics.

Explore complex-variable methods to extend quantum theories, uncovering PT-symmetric theories with remarkable properties verified in recent experiments.

Explore numerical relativity in spherical coordinates using SphericalN, covering advanced computational techniques for gravitational physics simulations.

Explore advanced modeling techniques for Kelvin-Helmholtz instability in binary neutron star mergers, enhancing understanding of gravitational wave sources and astrophysical phenomena.

Explore radiation transport in Athena++, focusing on computational methods for modeling energy transfer in astrophysical simulations.

Explore cutting-edge simulations of extreme plasma behavior during neutron star mergers, uncovering insights into astrophysical phenomena and gravitational waves.

Explore advanced concepts in numerical relativity, focusing on computational techniques for modeling gravitational phenomena and spacetime dynamics.

Explore quantization of moduli spaces through combinatorial methods and BV structures, focusing on flat connections in mathematical physics.

Explore quantisation of moduli spaces through diverse perspectives, delving into the intricacies of Quantum Analytic Langlands theory.

Explore derived skein modules through factorization homology, delving into categorical symmetries in quantum field theory.

Explore advanced concepts in quantum field theory, including idempotent completion, topological symmetries, and generalized duality principles.

Erlernen Sie fortgeschrittene Techniken zur Berechnung von Korrelatoren in konformen Feldtheorien mithilfe von String-Net-Methoden.

Explore applications of symmetries for conformal defects in quantum field theory with expert insights from Stony Brook University.