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How Things Work: An Introduction to Physics
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Explore modular degenerations of Jacobians when smooth curves become nodal, with insights from recent Pagani-Tommasi findings in algebraic geometry.
Explore advanced algebraic geometry concepts, focusing on (-3,1)-curves in CY 3-folds and their noncommutative deformation theory, with applications to string theory predictions.
Explores recent progress in constructing a stochastic process with Yang-Mills measure as its invariant measure, focusing on gauge-covariance preservation despite UV regularization breaking.
Exploring variational approaches in phase separation and image denoising, focusing on heterogeneous media, geometric measure theory, and optimized training schemes for improved performance.
Explores conformal removability of SLEκ curves, focusing on κ=4. Presents new conditions for conformal removability and discusses applications to SLEκ for κ∈(4,8). No prior SLE or LQG knowledge required.
Explore representations of general linear groups over p-adic fields, focusing on dimension formulas for fixed points under congruence subgroups and extensions to inner forms.
Explore an equivalence between GL₂(F)-equivariant D-modules on Drinfeld space and D*^-equivariant D-modules on P¹, with applications to Scholze's functor and admissible representations.
Explore Fourier transform theory for abelian fibrations, extending Beauville decomposition and examining perverse filtration applications in algebraic geometry and motivic theory.
Exploring new discoveries in resolution of singularities, challenging the notion of a completed field and providing a unified view on recent advancements in characteristic zero mathematics.
Explore advanced algebraic geometry concepts, focusing on minimal model program for projective morphisms between complex analytic spaces, extending results to new contexts.
Explore derived microlocal geometry and its application to virtual invariants, including a 3D refinement of the 2D cohomological Hall algebra in this advanced mathematics lecture.
Explores cycle smoothability in algebraic geometry, focusing on the Whitney range. Presents new results and conjectures on constructing cycles from products of divisors.
Explore complex Fano 4-folds and their properties, focusing on the relationship between second Betti numbers and surface products in algebraic geometry.
Explores strategic user behavior in games, focusing on traffic routing and online auctions. Discusses recent developments in repeated games with carry-over effects, particularly in queuing systems.
Explore Boolean models in hyperbolic space, examining geometric functionals and asymptotic formulas for expectations, variances, and covariances, with insights into new phenomena compared to Euclidean cases.
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