Approximation Order from Certain Spaces of Smooth Bivariate Splines on a Three-Direction Mesh.
Abstract
This paper studies the approximation order from certain spaces of smooth vibariate splines on a three-direction mesh. Approximation order is a measurement of how well an approximation scheme works. This concept is important in numerical analysis. Unlike the situation in univariate spline approximation, the task of determining approximation order of multivariate spline spaces is very difficult. This report opens up a way to attack this problem. It is hoped that this method may eventually lead to a complete solution of this problem.
Document Details
- Document Type
- Technical Report
- Publication Date
- Sep 01, 1984
- Accession Number
- ADA149633
Entities
People
- R. Q. Jia
Organizations
- University of Wisconsin–Madison