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Dedekind domains
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https://www.youtube.com/watch?v=nA2rcCUSyUk Richard E. BORCHERDS 移步交换代数课程BV1df4y1X7WA的一部分
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Étale Cohomology and the Weil conjectures
Algebraic Geometry – Schemes 1 代数几何 — 概形 1
Abelian Varieties 阿贝尔簇
Introduction to stacks and moduli
Lie Groups and Lie Algebras 李群和李代数
perverse sheaves 反常层 (偏屈层)
P D E
p-adic Galois representations
Quiver moduli and applications
【IHES】Higher order Fourier analysis and gap between primes
【厦门大学数论短课】Introduction to modular form
Sporadic groups
Introduction to Category Theory 范畴论简介
(CTNT) p-Adic Functions on Z_p
An introduction to Gromov-Witten invariants and quantum cohomology
Birational geometry of algebraic varieties 双有理几何
Geometric realization of p-adic local Langlands
【UCLA】Spectral Sequences 谱序列
Genesis of vertex algebras
Introduction to A-infinity structures
【Arizona 2021】A friendly introduction to the theory of modular forms
The Ricci flow and its applications
【厦门大学Fano Varieties暑校】The existence of complements for Fano type varieties
Introduction to Riemannian geometry, curvature and Ricci flow
The Bernstein Sato polynomial
Pseudodifferential operators and complex powers of elliptic operators on 非交换环
An introduction to modified traces
Geometric Analysis, Metric Geometry and Topology
【HSE】Research Seminar "The Weil Conjectures" 韦伊猜想研讨会
Hilbert Schemes 希尔伯特概形
Moduli spaces of parabolic connections, parabolic bundles and Geometric Langland
Module theory 模论
Tropical Geometry 热带几何
Arithmetic Geometry and Quantum Field Theory
【罗马二大】An introduction to optimal transport
【IHES】Exodromy for ℓ-adic Sheaves-videoonly
【MSRI】Ricci Flow by Bennett Chow
【厦门大学数论短课】Exponential sums over finite fields
Some analogies between arithmetic and topology
Area-minimizing integral currents and their regularity