Multiresolution mesh simplification algorithm with distance-weighted quadric error metric;

Algorithm to generate progressive meshes based on quadric error metric;

This algorithm generalizes the quadric error metric,which is based on the sum of squared distances of the vertex to all the planes in its set,from 3-dimension to n-dimension including attributes information.

A Quadric Error Metrics Based Feature Reserving Simplification Method

This paper presents two edge-collapse based algorithms using improved quadric error metrics.

In order to solve the problem,this paper put forward an improved mesh simplification algorithm based on quadric error metrics.

A triangle collapse algorithm is presented,which is based on internal angles weighted and quadric error metrics to simplify mesh models.

In this paper,mainly research the steps of realizing and error computing technology of deleting vertics algorithm,progressive meshs algorithm,and algorithm based on quadric error metrics through analyzing the exist algorithms.

Combining Garland\'s quadric error metrics algorithm and Hoppe\'s progressive mesh algorithm,a new algorithm for triangular mesh dynamic model simplification based on cost function is proposed in this paper.

This algorithm controls the process of simplification by quadric error and the edge collapse operation is used to simplify meshes.

Based on a quadratic measurement error model,an efficient computational method for estimating the fundamental matrix is presented.

A novel approach is presented for precise registration of range images with a new error metric,based on the inter-space between overlap regions.

This paper presented a novel approach for precise registration of range images pair with an improved genetic algorithm(GA) and a new error metric based on the point-to-plane distance.