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Differential Geometry Handouts

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Handouts Main Interior, closure, and boundary: pdf. Product topology: pdf. Topologists' sine curve: pdf. Hyperplane complements: pdf. Gram-Schmidt and connectedness: pdf. Compactness review: pdf. Compactness criteria: pdf. Completion of metric spaces: pdf. Quotient vector spaces: pdf. Real quadratic spaces: pdf. Geometric approach to signature pdf. Gluing topologies: pdf. Construction of tensor products: pdf. Calculations and further examples with tensor products: pdf. Maps with tensor products: pdf. Higher derivatives and multilinear Taylor's formula: pdf. Bases of symmetric and exterior powers: pdf. Tensor algebra and tensor pairings: pdf. Topology of projective space: pdf. Calculations with symmetric and exterior powers: pdf. Paracompactness and local compactness: pdf. Products of manifolds: pdf. Atlases and differentiable structures: pdf. Morse Lemma: pdf. Manifolds with corners: pdf. Quotients by group actions: pdf. Orientations: pdf. Global/local and bump functions: pdf. Deriv

Interior, closure, and boundary: pdf. Product topology: pdf. Topologists' sine curve: pdf. Hyperplane complements: pdf. Gram-Schmidt and connectedness: pdf. Compactness review: pdf. Compactness criteria: pdf. Completion of metric spaces: pdf. Quotient vector spaces: pdf. Real quadratic spaces: pdf. Geometric approach to signature pdf. Gluing topologies: pdf. Construction of tensor products: pdf. Calculations and further examples with tensor products: pdf. Maps with tensor products: pdf. Higher derivatives and multilinear Taylor's formula: pdf. Bases of symmetric and exterior…

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