Abstract Huybrechts proved that a stability condition on a K3 surface is determined by the stability of spherical objects. Motivated by the study of the Thurston compactification of spaces
Abstract I will report on some recent developments in the theory of p-adic differential equations. The talk will be an invitation to the theory and I'll try to maintain it accessible to a large
Lecturer Intro. I was born in Wuhan and grew up in the little German town Göttingen, which was home to an extraordinary amount of great Mathematicians (and Nobel prize winners) including all
主讲人介绍 Koji Shimizu obtained his Ph.D. at Harvard University and joined YMSC as an assistant professor in Fall of 2022. His main research interests lie in Number Theory and p-adic Geometry.
Prerequisite Graduate level algebra. Abstract In this course, we first introduce the notion modular tensor categories, and briefly explain how they are related to many areas of mathematics an
国际数学日特辑，著名数论学家Ivan Fesenko教授对话国际著名数学家、菲尔兹奖得主丘成桐院士、Caucher Birkar教授，分享数学学习经历、科学研究品质及人才培养理念。 国际数学日由国际数学联盟发起，为庆祝“数学...
内容简介 莱布尼茨全名戈特弗里德·威廉·莱布尼茨，德国人，是历史上少见的通才，被誉为“十七世纪的亚里士多德”。他的职业是律师，在法学领域取得相当不错的成就。同时，他在数学领域与哲学领域同样做出了出色的...
Abstract Bethe subalgebras form a family of maximal commutative subalgebras of the Yangian of a simple Lie algebra, parametrized by regular elements of the corresponding adjoint Lie group. We
Abstract In the stabilizer formalism of quantum computation, the Gottesman-Knill theorem shows that universal fault-tolerant quantum computation requires the resource called non-stabilizerness.
