Every closed odd-dimensional manifold has Euler characteristic zero.Suggest a slogan
Let \(M\) be a closed manifold of odd dimension. Then \(\chi(M) = 0\) [@Hat02].
Closed odd-dimensional manifolds have Euler characteristic zero
PR-TU4G5
PR-TU4G5
Let \(M\) be a closed manifold of odd dimension. Then \(\chi(M) = 0\) [@Hat02].