Federer Geometric Measure Theory Pdf -

This section develops the objects of study in GMT.

The crown jewel. Currents are linear functionals on differential forms. They generalize: federer geometric measure theory pdf

Federer defines the boundary operator on currents (via Stokes’ theorem), compactness theorems (essential for solving variational problems), and the flat norm, which measures how close two currents are. This section develops the objects of study in GMT

If your university doesn't have the ebook, request a physical copy via ILL. When you get the physical book, you are legally allowed to scan chapters for personal research. Scan Chapter 4 (Covering theorems) and Chapter 5 (Rectifiability) – you won't need the rest for most problems. Federer defines the boundary operator on currents (via