Direct Limit Volumes: Constant-Time Limit Evaluation for Catmull-Clark Solids

Ahead of these pivotal meetings, we—the editors of health journals worldwide—call for urgent action to keep average global temperature increases below 1.5 °C, halt the destruction of

In contrast with the natural parameterization of subdivision surfaces character- ized by diverging first order derivatives around extraordinary vertices of valence higher than four,

Infact TOF laser scanners are based on the principle of measuring the time used by the light to travel from the scanner to the acquired surface and back to estimate the distance of

We present a discretization of Koiter’s model of elastic thin shells based on a finite element that employs limit surfaces of Catmull–Clark’s subdivision scheme.. The discretization

[NLMD12] perform adaptive subdivision it- eratively around extraordinary vertices (using GPGPU) and then directly evaluate the resulting bicubic B-spline patches using

This document contains supplemental material for our short paper "Direct Limit Volumes: Constant-Time Limit Evaluation for Catmull-Clark Solids"c. The EEs as well as

The cubic basis functions and the C 2 continuity of CC solids can not only be used for geometric modeling and simulation, but also to encode smooth volumetric scalar, vector, or

We introduced a novel parallel algorithm suitable for computing Catmull-Clark subdivision using a halfedge mesh data-structure.. Our algorithm yields state-of-the-art performances