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完美胚环与Galois上同调:p进Hodge理论的入门讲解 Perfectoids and Galois cohomology: a ped...

Time & Venue: 12-29 Mon 9:50-11:25 am, Shuangqing C548 12-30 Tue 13:30-15:05, Shuangqing C548 01-08 Thu 9:50-11:25 am, Shuangqing B725 01-09 Fri 9:50-11:25 ...

Li Wenbo

Research areas My research primarily focuses on Analysis and Geometry on Metric Measure Spaces, Metric Geometry and Stochastic Geometry. I am also interested...

Decentralized AI: Economics of Trust

Organizer: Yuan Zhou Abstract: The rapid development of Large Language Models (LLMs) marks a new era of Artificial Intelligence (AI), but the growing power a...

Mohsen Asaadi

Research Areas Industrial Data Management, Applied Probability, Machine Learning Theory, Control Theory Education 2019.09 - 2025.06 Ph.D. in Tsinghua Univers...

Ivan Telpukhovskiy

Research Areas Teichmüller theory, hyperbolic surfaces Education 2016.09 - 2021.08 Ph.D. in Mathematics, University of Toronto 2015.09 - 2016.08 M.Sc. in Mat...

Ramanujan complexes from unitary groups over number fields

Abstract: Ramanujan graphs, as a typical class of the so-called expander graphs, are important in graph theory, number theory as well as computer science. Ex...

YMSC Topology Seminar

Open Hurwitz numbers and the mKP hierarchy - Alexandr Buryak, HSE (2026-02-27) Abstract: We give a natural definition of open Hurwitz numbers, where the weig...

Overturning the Regularity of Area-Minimizing Submanifolds

Abstract: For decades, the prevailing expectation was that area-minimizing submanifolds are generically smooth. I demonstrate the opposite: on almost any man...

First-Order Algorithms for Composite Optimization and Applications

Host: Jin-Peng Liu 刘锦鹏 Abstract: This talk explores some recent advancements in first-order optimization algorithms for composite optimization and is divi...

O-minimality, complex geometry and Hodge theory

Description: O-minimality studies “tame” topological structures. The goal of the course is to explain how to use it to control transcendental phenomena in ...

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