Stability of optimal-order approximation by bivariate splines over arbitrary triangulations (1995) [3 citations — 0 self]
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by C. K. Chui, D. Hong, R. Q. Jia, S
Trans. Amer. Math. Soc
http://www.ma.utexas.edu/users/dhong/www_docs/cat291.ps
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Abstract:
Abstract. Let \Delta be a triangulation of some polygonal domain in R 2
Citations
| 83 | Multivariate Splines – Chui - 1988 |
| 17 | Approximation power of smooth bivariate PP functions – Boor, Hollig - 1988 |
| 17 | A sharp upper bound on the approximation order of smooth bivariate pp functions – Boor, Jia - 1993 |
| 16 | On bivariate super vertex splines – Chui, Lai - 1990 |
| 7 | Spaces of bivariate spline functions over triangulation – Hong - 1991 |
| 6 | Interpolation polynomials on the triangle – Zenisek - 1970 |
| 4 | An introduction to algebraic topology, Graduate Texts – Rotman - 1988 |
| 4 | Recent progress on multivariate splines – Schumaker - 1991 |
| 3 | A local basis for certain smooth bivariate PP spaces. Multivariate Approximation Theory IV – Boor - 1989 |
| 2 | Spaces of bivariate spline spaces over arbitrary triangulation, Approx – Hong - 1991 |
| 2 | B-net representation of multivariable splines – Jia - 1987 |
