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Manifolds in Sage, 4. Riemannian Metrics
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We declare a Riemannian metric on a manifold and compute Christoffel symbols and all kinds of curvatures.
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Manifolds in Sage, 4. Riemannian Metrics
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Manifolds in Sage, 3. Differential Forms and Tensor Fields
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Manifolds in Sage, 2. Vector Fields
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Quotient manifolds
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Riemannian Metrics for Noobs
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Manifolds in Sage, 1. Getting Started
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Which locally homogeneous compact 3-manifolds satisfy m-quasi Einstein metrics?
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Hopf Conjectures
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Riemannian metric
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Curtis Mc Mullen: Gauss Bonnet for Cone manifolds and volumes of moduli spaces
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ICM2014 VideoSeries PL1: Ian Agol on Aug14Thu
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L^2 Betti Numbers and Applications II, April 10, 2019
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Floer Theories and Reeb Dynamics for Contact Manifolds - Jo Nelson
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Math 2374 Lecture 26D: Differential forms
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Machine Learning for Calabi-Yau metrics
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Tensor Bundles and Tensor Fields (part 2)- Local Trivialization
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The symplectic geometry of toric degenerations for non-projective varieties
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What is...Kirby calculus?
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