Let \(M\) be a manifold. Prove that the tangent bundle \(TM\) and the cotangent bundle \(TM^*\) are isomorphic (as smooth vector bundles).
Question
Math 6510 • Differentiable Manifolds
Spring 2008 • Question 4
Question
Spring 2008 • Question 4
Let \(M\) be a manifold. Prove that the tangent bundle \(TM\) and the cotangent bundle \(TM^*\) are isomorphic (as smooth vector bundles).