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Serveur d'exploration sur la recherche en informatique en Lorraine

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Eléments de l'association

Canada331
Olivier Devillers58
Canada Sauf Olivier Devillers" 316
Olivier Devillers Sauf Canada" 43
Canada Et Olivier Devillers 15
Canada Ou Olivier Devillers 374
Corpus24195
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List of bibliographic references

Number of relevant bibliographic references: 15.
Ident.Authors (with country if any)Title
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
004A54 Olivier Devillers [France] ; Vida Dujmovic [Canada] ; Hazel Everett [France] ; Samuel Hornus [France] ; Sue Whitesides [Canada] ; Steve Wismath [Canada]Maintaining Visibility Information of Planar Point Sets with a Moving Viewpoint
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
005259 Olivier Devillers [France] ; Hazel Everett [France] ; Sylvain Lazard [France] ; Maria Pentcheva [France] ; Steve Wismath [Canada]Drawing Kn in Three Dimensions with One Bend per Edge
005498 Olivier Devillers [France] ; Hazel Everett [France] ; Sylvain Lazard [France] ; Maria Pentcheva [France] ; Stephen K. Wismath [Canada]Drawing K n in Three Dimensions with One Bend Per Edge
005609 Olivier Devillers [France] ; Hazel Everett [France] ; Sylvain Lazard [France] ; Maria Pentcheva [France] ; Stephen K. Wismath [Canada]Drawing Kn in three dimensions with one bend per edge
005930 Olivier Devillers [France] ; Hazel Everett [France] ; Sylvain Lazard [France] ; Maria Pentcheva [France] ; Stephen Wismath [Canada]Drawing $K_n$ in Three Dimensions with One Bend per Edge
005945 Olivier Devillers [France] ; Vida Dujmovic [Canada] ; Hazel Everett [France] ; Samuel Hornus [France] ; Steve Wismath [Canada] ; Sue Whitesides [Canada]Maintaining Visibility Information of Planar Point Sets with a Moving Viewpoint
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
006508 Olivier Devillers [France] ; Vida Dujmovic [Canada] ; Hazel Everett [France] ; Samuel Hornus [France] ; Sue Whitesides [Canada] ; Steve Wismath [Canada]Maintaining Visibility Information of Planar Point Sets with a Moving Viewpoint
006532 Olivier Devillers [France] ; Hazel Everett [France] ; Sylvain Lazard [France] ; Maria Pentcheva [France] ; Stephen Wismath [Canada]Drawing $K_n$ in Three Dimensions with One Bend per Edge
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
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
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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