【ETHZ 2024】代数几何：12.12 Scheme theoretic intersections and unions
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【ETHZ 2024】代数几何：03.06 Extending regular functions over sets of high codimension
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【ETHZ 2024】代数几何：02.09 Dimension theory of reducible spaces
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【ETHZ 2024】代数几何：02.03 Irreducible affine varieties
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【ETHZ 2024】代数几何：02.01 Definition of the Zariski topology
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【ETHZ 2024】代数几何12.05 Regular functions and the structure sheaf of affine schemes
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【ETHZ 2024】代数几何：02.10 Hypersurfaces and unique factorization domains
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【ETHZ 2024】代数几何：12.13 Distinguished opens as affine schemes
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【ETHZ 2024】代数几何：12.07 Examples of affine schemes
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【ETHZ 2024】代数几何：12.02 Functions and vanishing loci on affine schemes
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【ETHZ 2024】代数几何：03.02 Properties of regular functions
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【ETHZ 2024】代数几何：11.05 Birational geometry of cubic surfaces
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【ETHZ 2024】代数几何：14.01 The sheaf associated to a module
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【ETHZ 2024】代数几何：03.05 Regular functions via localizations
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【ETHZ 2024】代数几何：01.06 Affine subvarieties and relative vanishing ideals
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【ETHZ 2024】代数几何：14.04 Pull back of sheaves
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【ETHZ 2024】代数几何：Epilogue - What next？
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【ETHZ 2024】代数12.03 The Zariski topology and the scheme theoretic Nullstellensatz
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【ETHZ 2024】代数几何：12.08 Locally ringed spaces and their morphisms
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【ETHZ 2024】代数几何：04.02 Properties of morphisms of ringed spaces
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【ETHZ 2024】代数几何：12.15 Schemes from prevarieties
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【ETHZ 2024】代数几何：06.03 Homogeneous polynomials and graded rings
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【ETHZ 2024】代数几何：07.01 Regular functions on projective varieties
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【ETHZ 2024】代数几何：07.04 The Segre embedding
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【ETHZ 2024】代数几何：01.07 Products of affine varieties
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【ETHZ 2024】代数几何：13.01 Presheaves of modules on a scheme
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【ETHZ 2024】代数几何：12.14 Definition of schemes
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【ETHZ 2024】代数几何：01.02 Properties of vanishing sets
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【ETHZ 2024】代数几何：04.01 Ringed spaces and their morphisms
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【ETHZ 2024】代数几何：02.07 Dimension of topological spaces
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【ETHZ 2024】代数几何：01.05 Functions on affine varieties
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【ETHZ 2024】代数几何：03.07 Presheaves and sheaves
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【ETHZ 2024】代数几何：00 Introduction
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【ETHZ 2024】代数几何：12.11 Affine subschemes
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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：A02.2 Connected components
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【ETHZ 2024】代数几何：A02.1 Basics of topology
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【ETHZ 2024】代数几何：03.09 Stalks of affine varieties
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【ETHZ 2024】代数几何：A05.1 Digression - Locally closed sets and constructible sets
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【ETHZ 2024】代数几何：06.04 Homogeneous ideals
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【ETHZ 2024】代数几何：02.06 Connected components of affine varieties