Second post
2025-03-03
Recall from elementary school the generalized Stokes' theorem:
for an orientable manifold \(M\) and differential form \(\omega\),
$$\int_{\partial M}\omega = \int_{M}d\omega .$$
2025-03-03
Recall from elementary school the generalized Stokes' theorem:
for an orientable manifold \(M\) and differential form \(\omega\),
$$\int_{\partial M}\omega = \int_{M}d\omega .$$