Let $(X,g)$ be a compact Riemanian manifold. I wonder what are real, distinct applications of geodesic balls to make them stand out usual coordinate balls?
Thanks so much for any suggestions.
Let $(X,g)$ be a compact Riemanian manifold. I wonder what are real, distinct applications of geodesic balls to make them stand out usual coordinate balls?
Thanks so much for any suggestions.
Copyright © 2021 JogjaFile Inc.