\(L^p\) differential forms on analytic varieties
Guillaume Valette
Polish Academy of Science
Abstract
We may endow any analytic differential manifold \(M\) (not necessarily compact) with the Riemmanian metric inherited from the ambient space. Consider then the differential forms whose norm is \(L^p\) integrable on the manifold. I will give some theorems on computing the cohomology of \(L^p\) forms.