Combinatorial Maps

Bibliography 373

[158] F. Ledoux, J.-C. Weill, and Y. Bertrand. Definition of a generic mesh

data structure in the high performance computing context. Develop-

ments and applications in engineering computational technology, 26:49–

80, 2010.

[159] S.H. Lee and K. Lee. Partial entity structure: a fast and compact non-

manifold boundary representation based on partial topological entities.

In Proc. of ACM Symposium on Solid Modeling and Applications, Ann

Arbor, USA, 2001.

[160] P.-F. L´eon, X. Skapin, and P. Meseure. Topologically-based anima-

tion for describing geological evolution. Machine Graphics & Vision,

15(3):481–491, January 2006.

[161] P.-F. L´eon, X. Skapin, and P. Meseure. A topology-based animation

model for the description of 2D models with a dynamic structure. In

Proc. of Workshop on Virtual Reality Interaction and Physical Simula-

tion, pages 67–76, Grenoble, France, 2008. Eurographics Association.

[162] P. Lienhardt. Subdivisions of n-dimensional spaces and n-dimensional

generalized maps. In Proc. of ACM Symposium on Computational Ge-

ometry, pages 228–236, Saarbr¨ucken, Germany, June 1989.

[163] P. Lienhardt. Subdivisions of surfaces and generalized maps. In Proc.

of Eurographics, pages 439–452, Hamburg, Germany, 1989.

[164] P. Lienhardt. Subdivisions de surfaces et cartes g´en´eralis´ees de dimen-

sion 2. RAIRO: Theoretical Informatics and Applications, 25(2):171–

202, 1991.

[165] P. Lienhardt. N-dimensional generalized combinatorial maps and cellu-

lar quasi-manifolds. International Journal of Computational Geometry

and Applications, 4(3):275–324, 1994.

[166] P. Lienhardt, X. Skapin, and A. Bergey. Cartesian product of simpli-

cial and cellular structures. International Journal on Computational

Geometry and Aplications, 14(3):115–159, June 2004.

[167] S. Lins and A. Mandel. Graph-encoded 3-manifolds. Discrete Mathe-

matics, 57:261–284, 1985.

[168] H. Lopes, S. Pesco, G. Tavares, M. Maia, and A. Xavier. Handlebody

representation for surfaces and its applications to terrain modeling. In-

ternational Journal of Shape Modeling, 09(01):61–77, 2003.

[169] H. Lopes and G. Tavares. Structural operators for modeling 3-manifolds.

In Proc. of ACM Symposium on Solid Modeling and Applications, SMA

’97, pages 10–18, New York, NY, USA, 1997. ACM.