Differential Geometry Forum

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Join experts in discussing differential geometry topics. This includes manifolds, Tensors and forms. Connections and curvature also. Differential and algebraic topology discussion.
A monkey learning tensor
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Differential forms. Why?
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What is a vector?
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Hodge numbers of 2n-dimensional torus
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Unlink Tori with Continuous Deformations: Topology & Free Software
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Tensor Product of Covariant and Contravariant Vectors
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Books recommended for dummies?
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Applications of tensors
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Tensor identity - Help
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Diff operators are Covariant
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Exploring Groups for GR and Quantum Gravity
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Parallel lines and space curvature
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Some basic problems in Riemannian Geometry
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Third Bianchi identity
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What's a surface patch?
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Determinant of metric tensor
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Tangent/normal/area for this Circle
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The Four Vertex Theorem
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Non-commutitative geometry
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Embedding a line into a plane
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Twisted forms and intuition.
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Structure constant calculation
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Expanding manifold with constant boundary
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Homogeneous points & coordinates
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If curvature were an exact differential
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Possible circlular answer
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Lie transport vs. parallel transport
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Scalar & Vector Equations: What is the Difference?
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Quick Introduction to Tensor Analysis
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Which of the following is a metric on S? d^2 or d^(1/2)
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Hausdorff topological space M of dimension m
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Request for help and/or comments
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Transform rule for (1,2) tensor
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4-volume is a rank (0,0) tensor?
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Given a general graph on a plane, deform the plane in 3 space
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Theorem between Curvature and submanifolds
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Definition of a vector using transformations
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Geodesic Deviation
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Analytical Geometry & Linear Algebra at HS
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Difference between Plain & Solid Geometry
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Calculating an inertia tensor
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Metrics and coordinate transforms
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Drawing Curve in R2 Space: ds2=y2dx2+dy2
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Synge's Theorem
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Euler 9 point circle
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Proposed Resource Sticky for Quantum Differential Geometry
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Comments on Toy Principle Bundle
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A Toy Principle Bundle
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Basic tools for quantized differential geometry
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Differential geometry and tensor calculus
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Differential Geometry

Welcome to the Differential Geometry forum!

Join experts in discussing differential geometry topics. This includes manifolds, Tensors and forms. Connections and curvature also.

Properties and fundamental geometric invariants of curves and surfaces in space; applications to the physical sciences. Pre: Calculus IV, and Introduction to Linear Algebra; or consent.

Differential and algebraic topology discussion. Homework help is available in the homework forums.

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