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Geometric logic in Grothendieck toposes

Introduction to Topos Theory Topos theory is a branch of mathematics, based on category theory, which has connections to both algebraic geometry and mathematical logic. Within mathematical logic i
YMSC Topology Seminar | Generic 3-manifolds are hyperbolic

Abstract： In this talk, we first introduce various models to study what a generic 3-manifold looks like. We then focus on the Heegaard splitting model of 3-manifolds, equipped with geometric
Stanislaw Janeczko Mini Course

Abstract About the Speaker Prof. Stanislaw Janeczko Warsaw University of Technology Professor Stanislaw Janeczko is the Director of the Center for Advanced Studies, Warsaw University of Technology ...
数学史课程预告 | History of Class Field Theory（3）

主讲人 Yihang Zhu is a professor at YMSC, Tsinghua University. He got his PhD from Harvard and worked at Columbia and Maryland before joining Tsinghua. His research interest is in Number theory an
Recent advances in causal inference

Description: I will give four lectures based on the following papers. Gao, M. and Ding. P. (2023+). Causal inference in network experiments: regression-based analysis and design-based properties. L...
QFT in curved spacetime llI | BIMSA Geometry and Gravitation Seminar

Abstract In this third talk I will talk about null Ryachaudhuri equation , area theorem and then Wall's proof of generalized second law, following previous reviews on classical and quantum
Building Lagrangian fillings | BIMSA Topology Seminar

Abstract In the marriage of low dimensional topology and symplectic topology, there lives Legendrians knots and their exact Lagrangian fillings. Legendrian knots are smooth knots satisfying some
Categorical Representation Learning, morphism is all you need!

Abstract I will elaborate on construction of an Unsupervised ML classifier algorithm based on ideas from Algebraic Geometry, specially category theory. We will show that this construction has many
Supercuspidal representations of GLn(F) distinguished by an orthogonal subgroup

Abstract Let F be a non-archimedean locally compact field of residue characteristic p \neq 2, let G = GLn(F) and let H be an orthogonal subgroup of G. For π a complex smooth supercuspidal
BIMSA Member Seminar- Sebastien Palcoux | Simple integral fusion categories

Speaker Intro ・ 2010, obtained a doctorate from Institut de Mathématiques de Marseille (I2M), ・ 2014-2016, Postdoc in Institute of Mathematical Sciences (IMSc), ・ 2019, One-year visitor at Yau

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