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N. Di Cesare, O. Pironneau and E. Polak, Consistent approximation of an optimal design problem, In Publications du Laboratoire d'Analyse Numerique, volume 17, page R98005. Universite Pierre et Marie Curie, 1998.

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Simultaneous Edge Flipping in Triangulations - Galtier, Hurtado, Noy.. (2003)   (1 citation)  (Correct)

.... to be relevant to keep some quality of the mesh [5] Finally, finite element applications often associate some aspect ratio to a mesh, that can be improved by flipping operations [10, pages 240 247] Topology changes occur when the measure taken is non isotropic [9] and the computation adaptive [3]. From a different point of view, we remark the existence of a bijection between triangulations of a convex (n 2) gon and binary trees with n internal nodes. Under this bijection, flipping an edge in a triangulation corresponds precisely to a rotation in the corresponding binary tree [16, 11] ....

N. Di Cesare, O. Pironneau and E. Polak, Consistent approximation of an optimal design problem, In Publications du Laboratoire d'Analyse Num'erique, volume 17, page R98005. Universit'e Pierre et Marie Curie, 1998.


Parallel Flips on Planar Triangulations - Galtier, Perennes (1999)   (Correct)

.... to be relevant to keep some quality of the mesh [3] Finally, nite element applications often associate some aspect ratio to a mesh, that can be improved by AEipping operations [6, 1 pages 240 247] Topology changes occur when the measure take is non isotropic [5] and the computation adaptive [1]. The parallel AEip problem can be addressed in two dioeerent ways. In the rst one, a centralized controler computes the AEips that have to be performed. The cost of this computation is considered as irrelevant and we measure the complexity only in terms of parallel AEips operation required. In ....

N. Di Cesare, O. Pironneau, and E. Polak. Consistent approximation of an optimal design problem. In Publications du Laboratoire d'Analyse Num#rique, volume 17, page R98005. Universit# Pierre et Marie Curie, 1998.


Simultaneous Edge Flipping in Triangulations - Galtier Hurtado Noy (2003)   (1 citation)  (Correct)

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N. Di Cesare, O. Pironneau and E. Polak, Consistent approximation of an optimal design problem, In Publications du Laboratoire d'Analyse Numerique, volume 17, page R98005. Universite Pierre et Marie Curie, 1998.

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