Federer Geometric Measure Theory Pdf Jun 2026

: Focuses on area-minimizing currents and regularity results (the smooth-at-most-points behavior of minimal surfaces). dokumen.pub

: Federer formalizes measure-theoretic tools such as Hausdorff measures , which generalize length and area to non-integer dimensions, and Lebesgue measure in Euclidean spaces. federer geometric measure theory pdf

Some authors quote Federer’s definitions (e.g., of currents, varifolds) in their own lecture notes. Search for: : Focuses on area-minimizing currents and regularity results