3 papers
math.OC2024
The Largest Empty Sphere Problem in 3D Hollowed Point Clouds
Netzer Moriya
We introduce a new approach for the adaptation of the Maximal Internal Envelope method, extended to address the Largest Empty Sphere problem within unstructured 3D point clouds. We…
math.OC2024
Form Convex Hull to Concavity: Surface Contraction Around a Point Set
Netzer Moriya
This paper investigates the transformation of a convex hull, derived from a d-dimensional point cloud, into a concave surface. Our primary focus is on the development of a methodol…
cs.CG2023
Void Shape Identification in a 2D Point Distribution
Netzer Moriya
We introduce a new approach for identifying and characterizing voids within two-dimensional (2D) point distributions through the integration of Delaunay triangulation and Voronoi d…