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【ETHZ 2024】代数几何:12.01 Affine schemes and the spectrum of a ring
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【ETHZ 2024】代数几何:12.08 Locally ringed spaces and their morphisms
「京大史上最高の天才」望月新一教授についての雑学
【ETHZ 2024】代数几何:02.09 Dimension theory of reducible spaces
经典代数几何小故事:三次曲面中的27条线
【ETHZ 2024】代数几何:03.06 Extending regular functions over sets of high codimension
【ETHZ 2024】代数几何:04.04 Morphisms of affine varieties via coordinate rings
【ETHZ 2024】代数几何:04.02 Properties of morphisms of ringed spaces
【ETHZ 2024】代数几何:02.08 Dimension of affine varieties
【ETHZ 2024】代数几何:03.03 Distinguished open subsets
【ETHZ 2024】代数几何:Epilogue - What next?
【ETHZ 2024】代数几何:02.10 Hypersurfaces and unique factorization domains
【ETHZ 2024】代数几何:04.01 Ringed spaces and their morphisms
叶状结构理论与代数几何——卡罗琳娜·阿劳霍(IMPA)
【ETHZ 2024】代数几何:06.08 Homog. coord. rings, proj. subvarieties and zariski top.
【ETHZ 2024】代数几何:12.11 Affine subschemes
【熟肉】丁真能在受健忘症的影响下看完rising sea吗
【ETHZ 2024】代数几何:12.02 Functions and vanishing loci on affine schemes
【ETHZ 2024】代数几何:10.03 Smoothness and singular points
【ETHZ 2024】代数几何12.05 Regular functions and the structure sheaf of affine schemes
【ETHZ 2024】代数几何:04.06 Correspondence of affine varieties and f.g. K algebra
【ETHZ 2024】代数几何:02.01 Definition of the Zariski topology
【ETHZ 2024】代数几何:06.07 The projective Nullstellensatz
【ETHZ 2024】代数几何:01.07 Products of affine varieties
【ETHZ 2024】代数几何:07.04 The Segre embedding
【ETHZ 2024】代数几何:08.04 The Plücker embedding
【ETHZ 2024】代数几何:08.06 Affine charts and further properties of Grassmannians
【ETHZ 2024】代数几何:01.02 Properties of vanishing sets
【ETHZ 2024】代数几何:04.07 Open subsets of affine varieties
【ETHZ 2024】代数几何:02.06 Connected components of affine varieties
【ETHZ 2024】代数几何:05.02 Gluing two prevarieties
【ETHZ 2024】代数几何:14.07 Application maps to projective space
【组合零点定理】俄罗斯奥赛中的组合问题
【ETHZ 2024】代数几何:07.07 The Veronese embedding
【ETHZ 2024】代数几何:03.04 Regular functions on distinguished open subsets
【ETHZ 2024】代数几何:15.04 Application - The genus of a smooth projective curve
【ETHZ 2024】代数几何:05.05 Products of prevarieties
2023 AGSS Week 1 Lecture 4.1 Chenyang Xu
【ETHZ 2024】代数几何:02.07 Dimension of topological spaces
【ETHZ 2024】代数几何:A02.2 Connected components
【ETHZ 2024】代数几何:04.03 Morphisms between affine varieties