Pascal Lienhardt - researchr alias

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Viewing Publication 1 - 38 from 38

2020

Local computation of homology variations over a construction processWassim Rharbaoui, Sylvie Alayrangues, Pascal Lienhardt, Samuel Peltier. cagd, 81:101907, 2020. [doi]

2018

Simploidal sets: A data structure for handling simploidal Bézier spacesSamuel Peltier, Pascal Lienhardt. cagd, 62:44-62, 2018. [doi]

2016

Homology Computation During an Incremental Construction ProcessPascal Lienhardt, Samuel Peltier. ctic 2016: 7-15 [doi]

2015

Homology of Cellular Structures Allowing Multi-incidenceSylvie Alayrangues, Guillaume Damiand, Pascal Lienhardt, Samuel Peltier. dcg, 54(1):42-77, 2015. [doi]

2009

Border Operator for Generalized MapsSylvie Alayrangues, Samuel Peltier, Guillaume Damiand, Pascal Lienhardt. dgci 2009: 300-312 [doi]

Simploidals sets: Definitions, operations and comparison with simplicial setsSamuel Peltier, Laurent Fuchs, Pascal Lienhardt. DAM, 157(3):542-557, 2009. [doi]

2008

Equivalence between Closed Connected ::::n:::: - ::::G:::: -Maps without Multi-Incidence and ::::n:::: -SurfacesSylvie Alayrangues, Xavier Daragon, Jacques-Olivier Lachaud, Pascal Lienhardt. jmiv, 32(1):1-22, 2008. [doi]

2006

IntroductionEric Andres, Guillaume Damiand, Pascal Lienhardt. cg, 30(1):29, 2006. [doi]

Topological Map: An Efficient Tool to Compute Incrementally Topological Features on 3D ImagesGuillaume Damiand, Samuel Peltier, Laurent Fuchs, Pascal Lienhardt. iwcia 2006: 1-15 [doi]

A Hierarchical Topology-Based Model for Handling Complex Indoor ScenesDavid Fradin, Daniel Meneveaux, Pascal Lienhardt. cgf, 25(2):149-162, 2006. [doi]

::::n::::D generalized map pyramids: Definition, representations and basic operationsCarine Grasset-Simon, Guillaume Damiand, Pascal Lienhardt. PR, 39(4):527-538, 2006. [doi]

Hierarchies Relating Topology and GeometryWalter G. Kropatsch, Yll Haxhimusa, Pascal Lienhardt. Dagstuhl 2006: 199-220 [doi]

Homology of Simploidal SetSamuel Peltier, Laurent Fuchs, Pascal Lienhardt. dgci 2006: 235-246 [doi]

Homologie des ensembles simploïdauxSamuel Peltier, Laurent Fuchs, Pascal Lienhardt. tsi, 25(6):791-813, 2006. [doi]

2005

2004

2003

Removal and Contraction for n-Dimensional Generalized MapsGuillaume Damiand, Pascal Lienhardt. dgci 2003: 408-419 [doi]

2001

Using Cartesian product for animationXavier Skapin, Pascal Lienhardt. jvca, 12(3):131-144, 2001.

2000

SpaMod: Design of a Spatial Modeling ToolEric Andres, Rodolphe Breton, Pascal Lienhardt. Dagstuhl 2001: 91-107 [doi]

Using Cartesian Product for AnimationXavier Skapin, Pascal Lienhardt. egcas 2000: 187-201 [doi]

1997

Aspects in Topology-Based Geometric ModelingPascal Lienhardt. dgci 1997: 33-48

1996

Simplicial Sets and Triangular PatchesVeronique Lang, Pascal Lienhardt. icgi 1996: 154 [doi]

1994

Cellular complexes as Structured Semi-Simplicial SetsHervé Elter, Pascal Lienhardt. ijsm, 1(2):191, 1994. [doi]

N-Dimensional Generalized Combinatorial Maps and Cellular Quasi-ManifoldsPascal Lienhardt. ijcga, 4(3):275-324, 1994.

1993

Algebraic Specification and Development in Geometric ModelingYves Bertrand, Jean-François Dufourd, Jean Françon, Pascal Lienhardt. tapsoft 1993: 75-89

Different Combinatorial Models based on the Map Concept for the Representation of Subsets of Cellular ComplexesHervé Elter, Pascal Lienhardt. ifip5-10 1993: 193-212 [doi]

1992

Modelling and Programming Evolutions of SurfacesX. Chen, Pascal Lienhardt. cgf, 11(5):323-341, 1992. [doi]

1991

Subdivisions de surfaces et cartes généralisées de dimension 2Pascal Lienhardt. ita, 25:171-204, 1991.

Topological models for boundary representation: a comparison with n-dimensional generalized mapsPascal Lienhardt. cad, 23(1):59-82, 1991. [doi]

1989

Subdivisions of ::::n::::-Dimensional Spaces and ::::n::::-Dimensional Generalized MapsPascal Lienhardt. compgeom 1989: 228-236 [doi]

Subdivisions of Surfaces and Generalized MapsPascal Lienhardt. eurographics 1990: [doi]

1988

Extension of the Notion of Map and Subdivisions of a Three-Dimensional SpacePascal Lienhardt. STACS 1988: 301-311

Free-Form Surfaces Modeling by Evolution SimulationPascal Lienhardt. eurographics 1989: [doi]

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