Integral based Curvature Estimators in Digital Geometry

Using the standard notion of holomorphic extensions of real-analytic functions on totally real submani- folds, let us define what will be the kernel of the Bergman projector, up to

Roughly speaking, his result says that at the first singular time of the mean curvature flow, the product of the mean curvature and the norm of the second fundamental form blows

FUCHS, A general existence theorem for integral currents with prescribed mean curvature form, in Boll. FEDERGER, The singular set of area minimizing rectifiable

Although our previous work [1] used the superficial trace of sulci, we detect the roof of the sulci, which presents less intersection between sulci than the superficial trace of

HUANG, Superhamonicity of curvatures for surfaces of constant mean curvature, Pacific J. HUANG - CHUN-CHI LIN, Negatively Curved Sets in Surfaces of

ABSTRACT - We compare two well known generalized notions of mean curvature for the boundary of a convex body: Federer’s mean curvature measure, de- fined via

• k-VCM is a tool to estimate normal and curvature direction on a point cloud. • Resilient to Hausdorff noise

We think of scalar curvature as a Riemannin incarnation of mean cur- vature (1) and we search for constraints on global geometric invariants of n-spaces X with Sc(X) > 0 that