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http://hdl.handle.net/10553/54682
| Título: | Two-sided estimation of diameters reduction rate for the longest edge n-section of triangles with n ≥ 4 | Autores/as: | Suárez, José P. Moreno, Tania Plaza, Ángel Abad, Pilar |
Clasificación UNESCO: | 120603 Análisis de errores | Palabras clave: | Triangular mesh Longest edge Mesh refinement |
Fecha de publicación: | 2013 | Publicación seriada: | Applied Mathematics and Computation | Resumen: | In this work we study the diameters reduction rate for the iterative application of the longest edge (LE) n-section of triangles for n⩾4. The maximum diameter dkn of all triangles generated at the kth iteration of the LE n-section is closely connected with the properties of the triangular mesh generated by this refinement scheme. The upper and the lower bounds for dk2 were proved by Kearfott in [9] and for dk3 by Plaza et al. [12]. Here, we derive the two-sided estimates for dkn with n⩾4. | URI: | http://hdl.handle.net/10553/54682 | ISSN: | 0096-3003 | DOI: | 10.1016/j.amc.2013.08.041 | Fuente: | Applied Mathematics and Computation [ISSN 0096-3003], v. 224, p. 492-500, (Octubre 2013) |
| Colección: | Artículos |
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