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Math 6510 • Differentiable Manifolds

Fall 2004 • Question 12

Question

Math 6510 • Differentiable Manifolds Fall 2004 • Question 12

Find all connected covering spaces of \(\mathbb {R}P^2\vee S^1\) of degree less than three. Which of these coverings are regular?

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Find all connected covering spaces of \(\mathbb{R}P^2\vee S^1\) of degree less
than three. Which of these coverings are regular?

Topic Tags

Covering Spaces Degree Theory Homotopy and Degree on Manifolds Real Projective Spaces

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