We present a novel method for creating implicit surfaces from polygonal models. The implicit function is defined by convolving a kernel with the triangles in the polygonal model. By adopting a piecewise quartic polynomial kernel function with a finite support, we derive a convolution model that has a closed-form solution, and thus can be efficiently evaluated. The user only needs to specify an effective radius of influence to generate an implicit surface of desired closeness to the polygonal model. The resulting implicit surface is fast to evaluate, not requiring accumulating evaluation results using any hierarchical data structure, and can be efficiently ray-traced to reveal the detailed features
International audienceTo remain an attractive model, skeleton-based implicit surfaces have to allow ...
An interactive modeling system for implicit curves is presented. Unlike other interactive algorithms...
Implicit surfaces are often created by summing a collection of radial basis functions. Researchers h...
This paper describes a method for building interpolating or approximating implicit surfaces from pol...
This paper describes a method for building interpolating or approximating implicit surfaces from pol...
AbstractThis paper reviews and generalizes convolution surfaces, a technique used in computer graphi...
Both object modeling and visualization belong to the fundamental tasks of the computer graphics. In ...
We introduce new techniques for modelling with interpolating implicit surfaces. This form of implici...
This paper reviews and generalizes Convolution Surfaces, a technique used in Com-puter Graphics to g...
Implicit surfaces have long been used for a myriad of tasks in computer graphics, including modeling...
An interactive modeling system for implicit surfaces is presented. The display consists of a polygon...
International audienceThis paper reviews and generalizes Convolution Surfaces, a technique used in C...
International audienceConvolution Surfaces is a class of implicit surfaces that was introduced in Co...
Treating an implicit surface as a gradient system allows theorems from catastrophe theory to describ...
International audienceTo remain an attractive model, skeleton-based implicit surfaces have to allow ...
International audienceTo remain an attractive model, skeleton-based implicit surfaces have to allow ...
An interactive modeling system for implicit curves is presented. Unlike other interactive algorithms...
Implicit surfaces are often created by summing a collection of radial basis functions. Researchers h...
This paper describes a method for building interpolating or approximating implicit surfaces from pol...
This paper describes a method for building interpolating or approximating implicit surfaces from pol...
AbstractThis paper reviews and generalizes convolution surfaces, a technique used in computer graphi...
Both object modeling and visualization belong to the fundamental tasks of the computer graphics. In ...
We introduce new techniques for modelling with interpolating implicit surfaces. This form of implici...
This paper reviews and generalizes Convolution Surfaces, a technique used in Com-puter Graphics to g...
Implicit surfaces have long been used for a myriad of tasks in computer graphics, including modeling...
An interactive modeling system for implicit surfaces is presented. The display consists of a polygon...
International audienceThis paper reviews and generalizes Convolution Surfaces, a technique used in C...
International audienceConvolution Surfaces is a class of implicit surfaces that was introduced in Co...
Treating an implicit surface as a gradient system allows theorems from catastrophe theory to describ...
International audienceTo remain an attractive model, skeleton-based implicit surfaces have to allow ...
International audienceTo remain an attractive model, skeleton-based implicit surfaces have to allow ...
An interactive modeling system for implicit curves is presented. Unlike other interactive algorithms...
Implicit surfaces are often created by summing a collection of radial basis functions. Researchers h...