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Serveur d'exploration sur la recherche en informatique en Lorraine

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Eléments de l'association

Lorraine (région)13009
Xavier Goaoc74
Lorraine (région) Sauf Xavier Goaoc" 12950
Xavier Goaoc Sauf Lorraine (région)" 15
Lorraine (région) Et Xavier Goaoc 59
Lorraine (région) Ou Xavier Goaoc 13024
Corpus24195
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List of bibliographic references

Number of relevant bibliographic references: 59.
Ident.Authors (with country if any)Title
000300 Olivier Devillers [France] ; Marc Glisse [France] ; Xavier Goaoc [France] ; Rémy Thomasse [France]Smoothed complexity of convex hulls by witnesses and collectors
000486 Olivier Devillers [France] ; Marc Glisse [France] ; Xavier Goaoc [France] ; Rémy Thomasse [France]On the smoothed complexity of convex hulls
000487 Xavier Goaoc [France] ; Alfredo Hubard [France] ; Rémi De Joannis De Verclos [France] ; Jean-Sébastien Sereni [France] ; Jan Volec [Suisse]Limits of order types
001039 Xavier Goaoc [France] ; Ji Matoušek [République tchèque] ; Pavel Paták [République tchèque] ; Zuzana Safernová [République tchèque] ; Martin Tancer [République tchèque]Simplifying inclusion-exclusion formulas
001203 Olivier Devillers [France] ; Marc Glisse [France] ; Xavier Goaoc [France]Complexity Analysis of Random Geometric Structures Made Simpler
001347 Olivier Devillers [France] ; Marc Glisse [France] ; Xavier Goaoc [France] ; Guillaume Moroz [France] ; Matthias Reitzner [Allemagne]The monotonicity of $f$-vectors of random polytopes
001351 Otfried Cheong [Corée du Sud] ; Xavier Goaoc [France] ; Cyril Nicaud [France]Set Systems and Families of Permutations with Small Traces
001383 Xavier Goaoc [France] ; Hyo-Sil Kim [Corée du Sud] ; Sylvain Lazard [France]Bounded-Curvature Shortest Paths through a Sequence of Points using Convex Optimization
001A77 Éric Colin De Verdière [France] ; Grégory Ginot [France] ; Xavier Goaoc [France]Multinerves and Helly Numbers of Acyclic Families
001F10 Olivier Devillers [France] ; Marc Glisse [France] ; Xavier Goaoc [France] ; Guillaume Moroz [France] ; Matthias Reitzner [Allemagne]The monotonicity of f-vectors of random polytopes
001F38 Olivier Devillers [France] ; Marc Glisse [France] ; Xavier Goaoc [France]Complexity analysis of random geometric structures made simpler
001F66 Xavier Goaoc [France]Transversal Helly numbers, pinning theorems and projection of simplicial complexes
002492 Boris Aronov [États-Unis] ; Otfried Cheong [Corée du Sud] ; Xavier Goaoc [France] ; Rote GünterLines Pinning Lines
002671 Otfried Cheong [Corée du Sud, États-Unis] ; Xavier Goaoc [France] ; Andreas Holmsen [Corée du Sud, États-Unis]Lower bounds to helly numbers of line transversals to disjoint congruent balls
002C39 Guillaume Batog [France] ; Xavier Goaoc [France] ; Jean Ponce [France]Admissible Linear Map Models of Linear Cameras
003058 Boris Aronov [États-Unis] ; Otfried Cheong [Corée du Sud, États-Unis] ; Xavier Goaoc [France] ; Günter Rote [Allemagne]Lines Pinning Lines
003224 Otfried Cheong [Corée du Sud] ; Xavier Goaoc [France] ; Cyril Nicaud [France]Set Systems and Families of Permutations with Small Traces (abstract)
003243 Otfried Cheong [Corée du Sud] ; Xavier Goaoc [France] ; Andreas Holmsen [Corée du Sud]Lower Bounds to Helly Numbers of Line Transversals to Disjoint Congruent Balls
003257 Xavier Goaoc [France] ; Hyo-Sil Kim [Corée du Sud] ; Sylvain Lazard [France]Bounded-Curvature Shortest Paths through a Sequence of Points
003411 Otfried Cheong [Corée du Sud] ; Xavier Goaoc [France] ; Andreas Holmsen [Corée du Sud]Lower Bounds for Pinning Lines by Balls (Extended Abstract)
003672 Julien Demouth [Corée du Sud] ; Xavier Goaoc [France]Computing Direct Shadows Cast by Convex Polyhedra
003874 Xavier Goaoc [France] ; Jan Kratochvíl [République tchèque] ; Yoshio Okamoto [Japon] ; Chan-Su Shin [Corée du Sud] ; Andreas Spillner [Royaume-Uni] ; Alexander Wolff [Pays-Bas]Untangling a Planar Graph
003896 Xavier Goaoc [France]Some Discrete Properties of the Space of Line Transversals to Disjoint Balls
003933 Ciprian Borcea [États-Unis] ; Xavier Goaoc [France] ; Sylvain Petitjean [France]Line Transversals to Disjoint Balls
003948 Otfried Cheong [Corée du Sud] ; Xavier Goaoc [France] ; Andreas Holmsen [Norvège] ; Sylvain Petitjean [France]Helly-Type Theorems for Line Transversals to Disjoint Unit Balls
003949 Julien Demouth [France] ; Olivier Devillers [France] ; Marc Glisse [France] ; Xavier Goaoc [France]Helly-Type Theorems for Approximate Covering
003C28 Dominique Attali [France] ; Olivier Devillers [France] ; Xavier Goaoc [France]The Effect of Noise on the Number of Extreme Points
003C39 Otfried Cheong [Corée du Sud] ; Xavier Goaoc [France] ; Cyril Nicaud [France]Set Systems and Families of Permutations with Small Traces
003C65 Otfried Cheong [Corée du Sud] ; Xavier Goaoc [France] ; Andreas Holmsen [Corée du Sud]Lower Bounds for Pinning Lines by Balls
003F89 Julien Demouth [France] ; Olivier Devillers [France] ; Marc Glisse [France] ; Xavier Goaoc [France]Helly-type theorems for approximate covering
004028 Xavier Goaoc [France] ; Kim Hyo-Sil [Corée du Sud] ; Lim Jung-Gun [Corée du Sud]There are arbitrary large minimal 2-pinning configurations
004175 Guillaume Batog [France] ; Xavier Goaoc [France]Inflating balls is NP-hard
004177 Otfried Cheong [Corée du Sud] ; Xavier Goaoc [France] ; Andreas Holmsen [Norvège] ; Sylvain Petitjean [France]Helly-Type Theorems for Line Transversals to Disjoint Unit Balls
004351 Xavier Goaoc [France] ; Jan Kratochvíl [République tchèque] ; Yoshio Okamoto [Japon] ; Chan-Su Shin [Corée du Sud] ; Alexander Wolff [Pays-Bas]Moving Vertices to Make Drawings Plane
004455 Hervé Brönnimann [États-Unis] ; Olivier Devillers [France] ; Vida Dujmovic [Canada] ; Hazel Everett [France] ; Marc Glisse [France] ; Xavier Goaoc [France] ; Sylvain Lazard [France] ; Hyeon-Suk Na [Corée du Sud] ; Sue Whitesides [Canada]LINES AND FREE LINE SEGMENTS TANGENT TO ARBITRARY THREE-DIMENSIONAL CONVEX POLYHEDRA
004489 Olivier Devillers [France] ; Jeff Erickson [États-Unis] ; Xavier Goaoc [France]Empty-ellipse graphs
004A24 Ciprian Borcea [États-Unis] ; Xavier Goaoc [France] ; Sylvain Petitjean [France]Line transversals to disjoint balls
004A55 Hervé Bronnimann [États-Unis] ; Olivier Devillers [France] ; Vida Dujmovic [Canada] ; Hazel Everett [France] ; Marc Glisse [France] ; Xavier Goaoc [France] ; Sylvain Lazard [France] ; Hyeon-Suk Na [Corée du Sud] ; Sue Whitesides [Canada]Lines and free line segments Tangent to Arbitrary Three-dimensional Convex Polyhedra
004C36 Ciprian Borcea [États-Unis] ; Xavier Goaoc [France] ; Sylvain Petitjean [France]Line Transversals to Disjoint Balls
004C53 Otfried Cheong [Corée du Sud] ; Xavier Goaoc [France] ; Andreas Holmsen [Norvège] ; Sylvain Petitjean [France]Helly-Type Theorems for Line Transversals to Disjoint Unit Balls
004E42 Olivier Devillers [France] ; Xavier Goaoc [France]Random sampling of a cylinder yields a not so nasty Delaunay triangulation
004E70 Julien Demouth [France] ; Olivier Devillers [France] ; Marc Glisse [France] ; Xavier Goaoc [France]Helly-type theorems for approximate covering
005192 Otfried Cheong [Corée du Sud] ; Xavier Goaoc [France] ; Andreas Holmsen [Norvège] ; Sylvain Petitjean [France]Helly-type Theorems for Line transversals to Disjoint Unit Balls (Extended abstract)
005625 Véronique Cortier [France] ; Xavier Goaoc [France] ; Mira Lee [Corée du Sud] ; Hyeon-Suk Na [Corée du Sud]A note on maximally repeated sub-patterns of a point set
005A01 Otfried Cheong [Corée du Sud] ; Xavier Goaoc [France] ; Andreas Holmsen [Norvège]Hadwiger and Helly-type theorems for disjoint unit spheres in R3
005C41 Otfried Cheong [Pays-Bas] ; Xavier Goaoc [France] ; Na Hyeon-Suk [Corée du Sud]Geometric Permutations of Disjoint Unit Spheres
006282 Ciprian Borcea [États-Unis] ; Xavier Goaoc [France] ; Sylvain Lazard [France] ; Sylvain Petitjean [France]Common Tangents to Spheres in ℝ3
006493 Hervé Brönnimann [États-Unis] ; Olivier Devillers [France] ; Vida Dujmovic [Canada] ; Hazel Everett [France] ; Marc Glisse [France] ; Xavier Goaoc [France] ; Sylvain Lazard [France] ; Hyeon-Suk Na [Corée du Sud] ; Sue Whitesides [Canada]On the Number of Maximal Free Line Segments Tangent to Arbitrary Three-dimensional Convex Polyhedra
006557 Véronique Cortier [France] ; Xavier Goaoc [France] ; Mira Lee [Corée du Sud] ; Hyeon-Suk Na [Corée du Sud]A note on maximally repeated sub-patterns of a point set
006639 Hervé Brönnimann [États-Unis] ; Olivier Devillers [France] ; Vida Dujmovic [Canada] ; Hazel Everett [France] ; Marc Glisse [France] ; Xavier Goaoc [France] ; Sylvain Lazard [France] ; Hyeon-Suk Na [Corée du Sud] ; Sue Whitesides [Canada]The Number of Lines Tangent to Arbitrary Convex Polyhedra in 3D
006F40 Ciprian Borcea [États-Unis] ; Xavier Goaoc [France] ; Sylvain Lazard [France] ; Sylvain Petitjean [France]On Tangents to Quadric Surfaces
007061 Ciprian Borcea ; Xavier Goaoc [France] ; Sylvain Lazard [France] ; Sylvain Petitjean [France]Common Tangents to Spheres in R^3
007164 Otfried Cheong [Corée du Sud] ; Xavier Goaoc [France] ; Na Hyeon-Suk [Corée du Sud]Disjoint Unit Spheres Admit At Most Two Line Transversals
007A73 Otfried Cheong [Pays-Bas] ; Xavier Goaoc [France] ; Hyeon-Suk Na [Corée du Sud]Disjoint Unit Spheres admit at Most Two Line Transversals
007B43 Olivier Devillers [France] ; Vida Dujmovic [Canada] ; Hazel Everett [France] ; Xavier Goaoc [France] ; Sylvain Lazard [France] ; Hyeon-Suk Na [Corée du Sud] ; Sylvain Petitjean [France]The expected number of 3D visibility events is linear
007D77 Helmut Alt [Pologne] ; Marc Glisse [France] ; Xavier Goaoc [France]On the worst-case complexity of the silhouette of a polytope
007E32 Otfried Cheong [Pays-Bas] ; Xavier Goaoc [France] ; Hyeon-Suk Na [Corée du Sud]Disjoint Unit Spheres admit at most two Line Transversals
008A52 Olivier Devillers [France] ; Vida Dujmovic [Canada] ; Hazel Everett [France] ; Xavier Goaoc [France] ; Sylvain Lazard [France] ; Hyeon-Suk Na [Corée du Sud] ; Sylvain Petitjean [France]The expected number of 3D visibility events is linear
008B00 Hervé Brönnimann ; Olivier Devillers [France] ; Vida Dujmovic [Canada] ; Hazel Everett [France] ; Marc Glisse ; Xavier Goaoc [France] ; Sylvain Lazard [France] ; Hyeon-Suk Na ; Sue Whitesides [Canada]On the Number of Lines Tangent to Four Convex Polyhedra
Wicri

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