Riemannian Geometry Part 1

Question 01 / 13

Riemannian Geometry Part 1

Problem
Problem 6.39 Prove that on any differentiable manifold $M$ there exists some Riemannian metric. Hint The manifold $M$ is paracompact (see Definitions 1.1).
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Source

PM. Gadea et al., Analysis and Algebra on Differentiable Manifolds,. Problem Books in Mathematics

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