- #1
1591238460
- 11
- 1
Suppose x ∈ Ω^(n−1)(Rn \{0}) is closed and the integral of x on S^(n-1) equals to 1. I am stuck on how to show
there does not exist an n − 1 form y ∈ Ω(n−1)(R^n) with y|R^n\{0} = x.
there does not exist an n − 1 form y ∈ Ω(n−1)(R^n) with y|R^n\{0} = x.