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Math 6510 • Differentiable Manifolds

Fall 2012 • Question 7

Question

Math 6510 • Differentiable Manifolds Fall 2012 • Question 7

Let \(\Gamma \) be a group of diffeomorphisms acting on a smooth manifold \(M\). When is \(\Gamma \backslash M\) a manifold?

Raw LaTeX

Let \(\Gamma\) be a group of diffeomorphisms acting on a smooth manifold \(M\).
When is \(\Gamma\backslash M\) a manifold?

Topic Tags

Diffeomorphisms and Isotopy Methods Homotopy and Degree on Manifolds Smooth Manifolds and Embedded Submanifolds Stokes' Theorem and Integration on Manifolds

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