Skip to main content
Source Link

Triangulation with simplices of same volume

Let $M$ be a Riemannian smooth compact manifold. It is known that $M$ has a triangulation, for any dimension. But do we know if there exists a triangulation such that all simplices have same volume ?

I've been looking for some references, but I can't find any dealing with this problem. I would appreciate if someone had an answer - even partial.