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【局部类域论】【IMSc】Local Class Field Theory by Denis Benois
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https://www.youtube.com/playlist?list=PLhkiT_RYTEU1RfrhhDDY7XWyJXo3UqTvo 源视频缺少第一集,,, This course was given by Denis Benois at IMSc, Chennai.
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类域论超级短课(合集)
【解析数论导引】【IMSc】Introduction to Analytic Number Theory by Ram Murty
【Artin L-series】【IMSc】 Lectures "Artin L-series" by Ram Murty
【概率论】【IMPA】Probability Theory by Claudio Landim 2020
【李群概览】【IMSc】Short course on Lie Groups by M.S. Raghunathan
【局部类域论与曲线】【IAS/Princeton】From local CFT to the curve and V.V. by Laurent Fargues
【闭弦理论的几何】【IMSc】The Geometry of Closed String Theory by Roji Pius
【李群李代数,表示论与对称空间】【IMPA】Lie Groups, Representation Theory and Symmetric Spaces
【测度论/Measure Theory】【IMPA】Measure Theory by Claudio Landim
【共形场论/CFT】【Hannover】Introduction to conformal field theory
【量子场论/QFT】【Hannover】Quantum field theory by Tobias Osborne
【概率数论】【IMSc】Probabilistic Number Theory by Jean-Marc Deshouillers
【自守形式与朗兰兹纲领】【MSRI】Automorphic Forms and the Langlands Program by Kevin Buzzard
【随机矩阵:理论与实践】【ICTP】Random Matrices: Theory and Practice by Pierpaolo Vivo
【量子噪声与消相干】【Hannover】Theory of quantum noise and decoherence by Tobias Osborne
【纽结不变量,拓扑弦与3d/3d对应】【IMSc】Lectures by Satoshi Nawata
【遍历理论】【ICTP】Ergodic Theory by Stefano Luzzatto
【拓扑与几何(初步)】【AIMS】Topology & Geometry by Tadashi Tokieda
【黎曼曲面导论[中文]】【NTU】Introduction to Riemann Surfaces by Chen-Yu Chi [齐震宇]
【从现代分析到数论】【SPBU】Travel on modern analysis and number theory by Harald Helfgott
【Fukaya范畴与镜像对称】【Columbia】Fukaya categories and mirror symmetry by Denis Auroux
【范畴论基础】【OPLSS】Category Theory Foundations by Steve Awodey
【弦论与全息对偶】【MIT】String Theory and Holographic Duality by Hong Liu
【李群的离散子群】【IMSc】Discrete subgroups of Lie groups by M.S. Raghunathan
【物理学家的群论】【IPhT】Group Theory in a Nutshell for Physicists by Anthony Zee[徐一鸿]
【拓扑斯/topos】【IHES】A Crash Course in Topos Theory: The Big Picture by André JOYAL
【Ricci曲率】【MSRI】Ricci Curvature by Aaron Naber
【黎曼曲面】【MSRI】Riemann Surfaces by Jacob Bernstein
【复几何[中文]】【NTU】Complex Geometry by Chen-Yu Chi [齐震宇]
【代数拓扑[中文]】【NTU】Algebraic Topology by Chen-Yu Chi [齐震宇]
【高阶Teichmuller理论简介】【ICTP】Higher Teichmuller Theory by D. Canary
【量子力学与谱理论】【FAU】Lectures on Quantum Theory by Fredric Schuller
【自避随机行走模型】【IHES】The Self-Avoiding Walk Model by Hugo Duminil-Copin
【混沌,分形与动力系统】【Vermont】Chaos, Fractals, & Dynamical Systems by Chris Danforth
【黑洞的数学理论】【IHES】On the Mathematical Theory of Black Holes by Sergiu Klainerman
【时频局部化与应用】【IHES】Time-Frequency Localization and Appl. by Ingrid Daubechies
【有限与算法模型论】【Simons】Finite and Algorithmic Model Theory by Anuj Dawar
【几何不变理论与模空间】【CIMAT】Geometric Invariant Theory & Moduli by Radu Laza
【局部对称空间与Galois表示】【Harvard/ICTS】Lectures by Peter Scholze
【实分析】【ICTP】Real Analysis by Eva Sincich