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Explore quantum field theories in 6 dimensions, string theory concepts, and their implications for understanding fundamental physics, black holes, and geometric mathematics.
Explore the intricate relationship between hydrodynamics and anomalies through advanced theoretical physics concepts and mathematical frameworks in quantum field theory.
Delve into advanced statistical physics concepts, exploring connection probabilities in loop O(n) models and their relationship with BPZ equations through expert insights from Professor Hao Wu.
Delve into advanced mathematical concepts of Double Affine Hecke Algebras and their applications beyond genus zero, presented by mathematics expert Dr. Arthamonov.
Explore advanced concepts in one-dimensional statistical mechanics and resurgence theory through mathematical physics principles and analytical techniques.
Delve into the universal properties of random geometries and geodesics in the KPZ framework, exploring statistical mechanics, probability theory, and mathematical physics applications.
Explore advanced theoretical physics concepts including AGT conjecture proofs, SW/QNM correspondence for black holes, and holographic QCD applications in neutron star analysis.
Explore recent advancements in hyperbolic relaxation problems, covering dissipativeness, modeling, boundary conditions, and control in moment closure systems.
Explore quasi-neutral limit problem in electro-hydrodynamics, examining multi-scaling structure stability, boundary layers, and well-posedness theory for Planck-Nernst-Poisson-Navier-Stokes equations.
Explore the interplay between finite simple groups, combinatorics, and group theory, examining recent developments and introducing algebraic tools for geometric structures.
Explore recent developments in 4d F-theory geometric landscape, including massive spectrum and new base ensemble measures.
Explore intersection theory on super Riemann surface moduli spaces, including recursion formulas, polynomiality, and applications to JT gravity.
Explore giant graviton expansions in gauge-gravity correspondence, uncovering insights into quantum field theory, string theory, and emergent spacetime geometries.
Explore advanced polynomial decomposition techniques, focusing on D-SOS and DC-SOS, to enhance understanding of algebraic structures and tackle complex optimization problems.
Explore the representation principle for symmetry enriched topological orders, covering defects, boundaries, symmetry charges, and generalized gauging in physical systems.
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