Algorithms for refining triangular grids suitable for adaptive and multigrid techniques MC Rivara International journal for numerical methods in Engineering 20 (4), 745-756, 1984 | 501 | 1984 |
Mesh refinement processes based on the generalized bisection of simplices MC Rivara SIAM Journal on Numerical Analysis 21 (3), 604-613, 1984 | 394 | 1984 |
A 3‐D refinement algorithm suitable for adaptive and multi‐grid techniques MC Rivara, C Levin Communications in applied numerical methods 8 (5), 281-290, 1992 | 253 | 1992 |
New longest‐edge algorithms for the refinement and/or improvement of unstructured triangulations MC Rivara International journal for numerical methods in Engineering 40 (18), 3313-3324, 1997 | 227 | 1997 |
Design and data structure of fully adaptive, multigrid, finite-element software MC Rivara ACM Transactions on Mathematical Software (TOMS) 10 (3), 242-264, 1984 | 176 | 1984 |
Selective refinement/derefinement algorithms for sequences of nested triangulations MC Rivara International journal for numerical methods in Engineering 28 (12), 2889-2906, 1989 | 172 | 1989 |
A grid generator based on 4‐triangles conforming mesh‐refinement algorithms MC Rivara International Journal for Numerical Methods in Engineering 24 (7), 1343-1354, 1987 | 145 | 1987 |
Local modification of meshes for adaptive and/or multigrid finite-element methods MC Rivara Journal of Computational and Applied Mathematics 36 (1), 79-89, 1991 | 134 | 1991 |
The 4-triangles longest-side partition of triangles and linear refinement algorithms MC Rivara, G Iribarren Mathematics of Computation 65 (216), 1485-1502, 1996 | 110 | 1996 |
New mathematical tools and techniques for the refinement and/or improvement of unstructured triangulations MC Rivara Proc. 5th Int. Meshing Roundtable 96, 77-86, 1996 | 79 | 1996 |
Using longest‐side bisection techniques for the automatic refinement of delaunay triangulations MC RIVARA, P Inostroza International journal for numerical methods in Engineering 40 (4), 581-597, 1997 | 76 | 1997 |
Terminal-edges Delaunay (small-angle based) algorithm for the quality triangulation problem MC Rivara, N Hitschfeld, B Simpson Computer-Aided Design 33 (3), 263-277, 2001 | 72 | 2001 |
Automatic LEFM crack propagation method based on local Lepp–Delaunay mesh refinement D Azócar, M Elgueta, MC Rivara Advances in Engineering Software 41 (2), 111-119, 2010 | 64 | 2010 |
Cost analysis of the longest-side (triangle bisection) refinement algorithm for triangulations MC Rivara, M Vemere Engineering with Computers 12, 224-234, 1996 | 57 | 1996 |
Lepp-bisection algorithms, applications and mathematical properties MC Rivara Applied Numerical Mathematics 59 (9), 2218-2235, 2009 | 45 | 2009 |
Mesh Refinement Based on the 8-Tetrahedra Longest-Edge Partition. Á Plaza, MC Rivara IMR, 67-78, 2003 | 45 | 2003 |
New LEPP-algorithms for quality polygon and volume triangulation: Implementation issues and practical behavior MC Rivara, M Palma ASME APPLIED MECHANICS DIVISION-PUBLICATIONS-AMD 220, 1-8, 1997 | 40 | 1997 |
Complexity of the bisection method C Gutierrez, F Gutierrez, MC Rivara Theoretical Computer Science 382 (2), 131-138, 2007 | 39 | 2007 |
A discussion on mixed (longest-side midpoint insertion) delaunay techniques for the triangulation refinement problem MC Rivara, P Inostroza Proceedings of the 4th International Meshing Roundtable, 335-346, 1995 | 36 | 1995 |
Designing a product family of meshing tools MC Bastarrica, N Hitschfeld-Kahler Advances in Engineering Software 37 (1), 1-10, 2006 | 34 | 2006 |