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Explore the evolution of mathematical datasets from AIMO competitions to research copilots, examining limitations, proposing structural shifts, and discussing how LLMs are redefining mathematical evaluation.
Delve into the orthogonality of spin q-Whittaker polynomials, exploring their properties as symmetric polynomials, eigenrelations, and applications to directed random polymer models with Beta weights.
Explore the hidden distributional symmetry in periodic and free boundary q-Whittaker measures on partitions, including parameter exchanges and related Hall-Littlewood measures results.
Delve into the Pfaffian point process for TASEP on the half line, exploring integrable systems with Jan De Gier from University of Melbourne.
Explore the connections between monitored quantum systems, random matrix products, and permutations in this mathematical physics lecture by Andrea De Luca.
Explore the spectral properties of random d-regular graphs, focusing on eigenvalue rigidity and edge universality, and discover how these concepts relate to Ramanujan graphs and the Tracy-Widom distribution.
Explore the multinomial dimer model on graphs, including partition function formulas and 3D limit shapes in the Aztec Diamond, based on Richard Kenyon's research with Catherine Wolfram.
Explore the Pfaffian point process for TASEP on the half line in this advanced mathematical lecture by Jan De Gier, part of a series on integrable systems.
Explore discrete particle ensembles and random partitions at high temperature, examining limiting measures and Markov chains through Jack symmetric polynomials and Fourier transforms.
Delve into advanced mathematical concepts exploring the Quantum GIT conjecture, focusing on Fano varieties, equivariant quantum cohomology, and Hamiltonian G-manifolds in algebraic geometry.
Delve into advanced mathematical concepts exploring Tyurin degenerations, derived Lagrangian intersection theory, and categorification of DT invariants in Calabi-Yau threefolds.
Delve into the exact analysis of density profiles and current fluctuations in tight-binding chains with dephasing noise, exploring quantum master equations and Bethe ansatz techniques.
Explore integral many-body systems and Generalized Hydrodynamics (GHD) with Herbert Spohn from Technische Universitaet Muenchen in this advanced physics lecture.
Explore quantum integrability in many-body quantum Markov chain generators, focusing on XX model with dephasing noise and its mapping to Hubbard model with imaginary interaction in both Hamiltonian and circuit formulations.
Delve into the mathematical analysis of KPZ fluctuations in finite volume, exploring approaches to compute cumulants of height through asymmetric exclusion processes, matrix product representations, and Bethe ansatz methods.
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