京东 11.11 红包
【Michael Penn】微分流形 12：Change of variables via integrating 2-forms.
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【Michael Penn】微分形式 23：The general Stoke's theorem via differential forms.
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【Michael Penn】微分形式 1：Introduction and the Tangent Space
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【Michael Penn】微分形式 9：Integrating m-forms.
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【Michael Penn】微分流形 11：Classic u-substitution via integrating 1-forms.
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【Michael Penn】微分形式 8：Integrating 2-forms
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【Michael Penn】微分形式 13：The exterior derivative.
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【Michael Penn】微分流形 4：What is an m-form？
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【Michael Penn】微分形式 2：What is a 1-form？
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【Michael Penn】微分形式 7：What is a differential m-form？
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【Michael Penn】微分形式 5：Algebraic Properties of the Wedge Product
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【Michael Penn】微分形式 10：Examples of integrating 2-forms.
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【Michael Penn】微分形式 20：Maxwell's equations via differential forms.
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【Michael Penn】微分形式 19：The Minkowski metric and the Hodge operator.
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【Michael Penn】微分形式 15：Properties of the exterior derivative.
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733微分流形讨论班(1)主讲人:肖洋、黄哲磊
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【Michael Penn】微分形式 6：The dimension of the space of m-forms.
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【Michael Penn】微分形式 3：The geometry of multiplying 1-forms.
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【Michael Penn】微分形式 18：The Hodge operator via an inner product.
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【Michael Penn】微分形式 17：The exterior derivative and vector calculus.
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【Michael Penn】微分形式 16：The Hodge operator.
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【Michael Penn】微分形式 22：Boundaries of m-cells and m-chains.
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【Michael Penn】微分形式 21：Integrals of m-forms over m-chains.
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【NCTS】代数拓扑中的微分形式 3：Diffeomorphism Invariance, Exact Sequences
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【Michael Penn】微分形式 14：The product rule for the exterior derivative.
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【NCTS】代数拓扑中的微分形式 29：Differential Forms in Algebraic Topology (1)
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【Mikhail Gromov】什么是流形？
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【ETHZ 2024】代数几何：12.13 Distinguished opens as affine schemes
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【NCTS】代数拓扑中的微分形式 12：Cohomology with Compact Vertical Support
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【ETHZ 2024】代数几何：12.11 Affine subschemes
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【ETHZ 2024】代数几何：12.15 Schemes from prevarieties
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Daniel Brogan - ＂3 + 3 x 8： How many lines are on a cubic surface？＂
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【NCTS】代数拓扑中的微分形式 21：Spectral Sequence of a Filtered Complex
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【ETHZ 2024】代数几何：12.12 Scheme theoretic intersections and unions
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【ETHZ 2024】代数几何：12.16 Properties of schemes - finite type and reduced schemes
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【ETHZ 2024】代数几何：12.10 Examples of morphisms of affine schemes
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【NCTS】代数拓扑中的微分形式 26：The Leray Spectral Sequence of a Map
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【NCTS】代数拓扑中的微分形式 20：Thom Isomorphism Revisited
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An Intuitive Introduction to Projective Geometry Using Linear Algebra
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【ETHZ 2024】代数几何：03.04 Regular functions on distinguished open subsets
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【NCTS】代数拓扑中的微分形式 22：Spectral Sequence Of a Filtered Complex