A Set with Finite Curvature and Projections of Zero Length

The Cauchy Integral, Analytic Capacity, and Uniform Rectifiability

Pertti Mattila, Mark Melnikov, Joan Verdera · Annals of Mathematics · 1996 · 182 citations

Natural Sciences, Property Law, Analytic Philosophy +11

Menger Curvature and Rectifiability

Jean-Christophe Léger · Annals of Mathematics · 1999 · 148 citations

Natural Sciences, Mathematics, Non-discrimination +8

Unrectictifiable 1-sets have vanishing analytic capacity

Guy David · Revista Matemática Iberoamericana · 1998 · 122 citations · Full text

Natural Sciences, Mathematics, Set Theory +9

Analytic capacity: discrete approach and curvature of measure

Mark Melnikov · Sbornik Mathematics · 1995 · 96 citations

Natural Sciences, Mathematics, Computational Geometry +11

Smooth Maps, Null-Sets for Integralgeometric Measure and Analytic Capacity

Pertti Mattila · Annals of Mathematics · 1986 · 42 citations

Natural Sciences, Vision Science, Computational Geometry +6