Accepted Paper
(2010)
Authors:
Luigi Ambrosio - Michele Miranda Jr - Diego Pallara
Keywords:
Wiener space, Sets of finite perimeter, BV functions, Rectifiability
Abstract:
We discuss some recent developments of the theory of BV functions
and sets of finite perimeter in infinite-dimensional Gaussian
spaces. In this context the concepts of Hausdorff measure,
approximate continuity, rectifiability have to be properly
understood. After recalling the known facts, we prove a
Sobolev-rectifiability result and we list some open problems.![[PS]](/style/ps.png)
![[PDF]](/style/pdf.png)
[BibTeX Entry]
Available Files:
bvrect.pdf
abstract.tex (abstract.ps, abstract.pdf)
