Geometric Analysis Seminar: Riccardo Caniato
Gilman 119Title - Variations of the Yang-Mills Lagrangian in high dimensionAbstract - In this talk we will present some analysis aspects of gauge theory in high dimension. First, we will study […]
Title - Variations of the Yang-Mills Lagrangian in high dimensionAbstract - In this talk we will present some analysis aspects of gauge theory in high dimension. First, we will study […]
Title: Motives in geometric representation theoryAbstract: The spherical and Iwahori-Hecke algebras of a reductive group are of great importance in the Langlands program. They are categorified by equivariant sheaves on the affine […]
Title: Relative Langlands duality. Abstract: We will review those aspects of the conjectures of Ben-Zvi–Sakellaridis–Venkatesh, that are relevant to the preprint https://arxiv.org/abs/2504.00275 by Liu and Wang. Reference: https://arxiv.org/abs/2409.04677.
Title: The Small Object Argument in the category of assembliesAbstract:In this talk, we will review the category of assemblies and go over the notion of W-types with reductions and the […]
Title: Stable maps to quotient stacks with a properly stable point.Abstract: I will present a compactification of the moduli space of maps from families of curves, to certain moduli spaces M, via […]
Title: Hausdorff Measure and Fractal Geometry. Abstract: In this talk, we will explore the motivations and step-by-step construction of Hausdorff measure and Hausdorff dimension for the sets that would have […]
Title: Families of strongly divisible modules of rank 2 Abstract: Strongly divisible modules are semi-linear algebra objects that correspond to Galois stable lattices in semi-stable representations with Hodge–Tate weights in […]
Title: The Gen and Cogen Formulas for Torus Knot HomologyAbstract: In recent work on the Oblomkov–Rasmussen–Shende conjecture about algebraic links, Oscar Kivinen and I observed that there are two similar, but […]
Title: Higher Period Integrals and Derivatives of L-functions. Abstract: We will introduce the preprint https://arxiv.org/abs/2504.00275 by Liu and Wang, starting from Chapter 6.
Title: Generic Regularity of Minimal Submanifolds with Isolated SingularitiesAbstract: Singularities commonly arise in geometric variational problems such as minimal submanifolds, where they are locally modeled by minimal cones. Although a […]