Give an example of a space \(X\) such that \(H_1(X;\mathbb {Z})\cong \mathbb {Z}/2\) and \(H_2(X;\mathbb {Z})\cong \mathbb {Z}\).
Question
Math 6510 • Differentiable Manifolds
Fall 2007 • Question 11
Question
Fall 2007 • Question 11
Give an example of a space \(X\) such that \(H_1(X;\mathbb {Z})\cong \mathbb {Z}/2\) and \(H_2(X;\mathbb {Z})\cong \mathbb {Z}\).