Abstract Floer defined Floer homology in two different cases. One is the case of Instanton Floer homology of 3 manifolds (homology sphere). The other uses pseudo-holomorphic curves. (The first Floe...
Prerequisite General Relativity, Field Theory, String Theory Abstract Starting with an overview of the classical/semi-classical aspects of black holes, this course will emphasise black hole quantum
Prerequisite The elementary theory about algebraic topology Abstract In applied mathematics, topological based data analysis (TDA) is an approach to the analysis of datasets using techniques from
Prerequisite Some basic knowledge of quantum mechanics and category theory. Background in logic or algebraic/differential geometry would be helpful. Abstract A topos is a mathematical structure whi...
Prerequisite You should be familiar with fundamental notions in algebra and representation theory (basic ring theory, associative algebras, Lie algebras and their universal enveloping algebras
Prerequisite basic knowledge of function of one complex variable, algebraic topology, compact Riemann surface Abstract I will talk about a general theory of monodromy preserving deformation, which ...
Prerequisite The course is designed to be essentially self-contained, but some background in higher-level mathematics is expected. Specifically, we need some basic results from Linear Algebra
Abstract In this talk, I shall explain a torsion theorem to the effect that the unique zero of the Kodaira-Spencer map attached to a certain quasi-semistable family of complex projective varieties
主讲人介绍 王光谦，中国科学院院士，现任清华大学副校长、全国政协常委、民盟中央常务副主席。主要从事水沙科学与江河治理研究。在水沙运动理论方面，建立了水沙两相流的动理学模型，提出了泥沙颗粒的浓度与速度...
