Smooth Interpolation of Curve Networks with Surface Normals

Moreover, assume that the regular order of contact at q is d along a two-dimensional complex surface Σ and the regular order of contact at q is greater than 2d along two smooth

There had been an innovative report prepared by Lord Dawson in 1920 for the Minister of Health’s Consultative Council on Medical and Allied Services, in which he used his

We present a novel, physically-motivated method for surface reconstruction that can recover smooth surfaces from noisy and sparse data sets, without using orientation information..

Building on the smooth setting, we present a set of natural properties for discrete Laplace operators for triangular surface meshes.. We prove an important theoretical

The notion of focal surface (loci of the principal curvature centers) is used to model smooth surfaces (via subdivision and interpolation) and to estimate principal curvatures

We allow designers to modify the inflated surface with popular 3D shape modeling features such as sharp creases, smooth interpolation curves and local mean curvature control..

In order to generate those segments from the scanned data, we propose a method in which (i) more suitable regions are extracted by the region splitting/merging processing with a

The basis of our method is a coarse real-time simulation from which we obtain a smooth surface, that is then enriched with pre-generated accurate deformations ex- tracted