Knot insertion and deletion algorithms for B-spline curves and surfaces / edited by Ronald N. Goldman, Tom Lyche.
Series Geometric design publicationsEditor: Philadelphia : Society for Industrial and Applied Mathematics, c1993Descripción: xiii, 197 p. : il. ; 26 cmISBN: 0898713064Tema(s): Geometrical drawing -- Data processing | Spline theory | Knot insertion and deletion algorithms | Blossoming (Mathematics)Otra clasificación: 65D17 (68U05) Recursos en línea: Publisher descriptionPhillip J. Barry, "An introduction to blossoming", 1-10Phillip J. Barry and Ronald N. Goldman, "Algorithms for progressive curves: extending B-spline and blossoming techniques to the monomial, power, and Newton dual bases", 11-63Phillip J. Barry and Ronald N. Goldman, "Factored knot insertion", 65-88Phillip J. Barry and Ronald N. Goldman, "Knot insertion algorithms", 89-133Tom Lyche, Knut Mørken and Kyrre Strøm, "Conversion between B-spline bases using the generalized Oslo algorithm", 135-153Tom Lyche and Knut Mørken, "How much can the size of the B-spline coefficients be reduced by inserting one knot?", 155-178Michael J. Banks, Elaine Cohen and Timothy I. Mueller, "An envelope approach to a sketching editor for hierarchical free-form curve design and modification", 179-193.
| Item type | Home library | Shelving location | Call number | Materials specified | Status | Date due | Barcode |
|---|---|---|---|---|---|---|---|
Libros
|
Instituto de Matemática, CONICET-UNS | Libros ordenados por tema | 65 K72 (Browse shelf) | Available | A-9181 |
Browsing Instituto de Matemática, CONICET-UNS shelves, Shelving location: Libros ordenados por tema Close shelf browser
| 65 K51 Numerical analysis : | 65 K51 Numerical analysis : | 65 K58 Tables of Weber functions. | 65 K72 Knot insertion and deletion algorithms for B-spline curves and surfaces / | 65 K83-2 Numerical analysis : | 65 K88 Computer-oriented mathematics : | 65 K94 Approximate calculation of integrals / |
Incluye referencias bibliográficas e índice.
Phillip J. Barry, "An introduction to blossoming", 1-10 -- Phillip J. Barry and Ronald N. Goldman, "Algorithms for progressive curves: extending B-spline and blossoming techniques to the monomial, power, and Newton dual bases", 11-63 -- Phillip J. Barry and Ronald N. Goldman, "Factored knot insertion", 65-88 -- Phillip J. Barry and Ronald N. Goldman, "Knot insertion algorithms", 89-133 -- Tom Lyche, Knut Mørken and Kyrre Strøm, "Conversion between B-spline bases using the generalized Oslo algorithm", 135-153 -- Tom Lyche and Knut Mørken, "How much can the size of the B-spline coefficients be reduced by inserting one knot?", 155-178 -- Michael J. Banks, Elaine Cohen and Timothy I. Mueller, "An envelope approach to a sketching editor for hierarchical free-form curve design and modification", 179-193.
MR, 94f:65019
Click on an image to view it in the image viewer
There are no comments on this title.