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Publications of year 2012
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Publications of year 2012
Articles in journal or book's chapters
  1. Nina Amenta, Dominique Attali, and Olivier Devillers. A Tight Bound for the Delaunay Triangulation of Points on a Polyhedron. Discrete & Computational Geometry, 48:19--38, 2012. [WWW ]
    @article{geometrica-6522a,
    author = "Nina Amenta and Dominique Attali and Olivier Devillers",
    thanks = "barbados cglearning",
    title = "A Tight Bound for the {Delaunay} Triangulation of Points on a Polyhedron",
    year = 2012,
    pages = "19--38",
    volume = 48,
    journal = "Discrete {\&} Computational Geometry",
    url = "http://www.springerlink.com/content/0836318187gm1177/" 
    }
    


  2. Giuseppe Di Battista, Ethan Kim, Giuseppe Liotta, Anna Lubiw, and Sue Whitesides. The Shape of Orthogonal Cycles in Three Dimensions. Discrete & Computational Geometry, 47(3):461-491, 2012.
    @article{DBLP:journals/dcg/BattistaKLLW12,
    author = {Giuseppe Di Battista and Ethan Kim and Giuseppe Liotta and Anna Lubiw and Sue Whitesides},
    title = {The Shape of Orthogonal Cycles in Three Dimensions},
    journal = {Discrete {\&} Computational Geometry},
    volume = {47},
    number = {3},
    year = {2012},
    pages = {461-491},
    ee = {http://dx.doi.org/10.1007/s00454-011-9381-5},
    bibsource = {DBLP, http://dblp.uni-trier.de} 
    }
    


  3. Marc Glisse and Sylvain Lazard. On the Complexity of Sets of Free Lines and Line Segments Among Balls in Three Dimensions. Discrete and Computational Geometry, 47(4):756-772, 2012. [WWW ]
    @article{glisse:hal-00643880,
    AUTHOR = {Glisse, Marc and Lazard, Sylvain},
    TITLE = {{On the Complexity of Sets of Free Lines and Line Segments Among Balls in Three Dimensions}},
    JOURNAL = {{Discrete and Computational Geometry}},
    PUBLISHER = {Springer},
    VOLUME = {47},
    NUMBER = {4},
    PAGES = {756-772},
    YEAR = {2012},
    DOI = {10.1007/s00454-012-9414-8},
    URL = {http://hal.inria.fr/hal-00643880} 
    }
    


Conference's articles
  1. David Bremner, William Evans, Fabrizio Frati, Laurie Heyer, Stephen G. Kobourov, William Lenhart, Giuseppe Liotta, David Rappaport, and Sue Whitesides. On Representing Graphs by Touching Cuboids. In Graph Drawing, 2012.
    @inproceedings{Brenmer+2012,
    author = {David Bremner and William Evans and Fabrizio Frati and Laurie Heyer and Stephen G. Kobourov and William Lenhart and Giuseppe Liotta and David Rappaport and Sue Whitesides},
    title = {On Representing Graphs by Touching Cuboids},
    booktitle = {Graph Drawing},
    year = {2012},
    
    }
    


  2. Fabrizio Frati, Marc Glisse, William Lenhart, Giuseppe Liotta, Tamara Mchedlidze, and Rahnuma Islam Nishat. Point-Set Embeddability of 2-Colored Trees. In Graph Drawing, 2012.
    @inproceedings{Frati+2012,
    author = {Fabrizio Frati and Marc Glisse and William Lenhart and Giuseppe Liotta and Tamara Mchedlidze and Rahnuma Islam Nishat},
    title = {Point-Set Embeddability of 2-Colored Trees},
    booktitle = {Graph Drawing},
    year = {2012},
    
    }
    


  3. Stephen G. Kobourov, Debajyoti Mondal, and Rahnuma Islam Nishat. Touching Triangle Representations for 3-Connected Planar Graphs. In Graph Drawing, 2012.
    @inproceedings{kmn12,
    author = {Stephen G. Kobourov and Debajyoti Mondal and Rahnuma Islam Nishat},
    title = {Touching Triangle Representations for 3-Connected Planar Graphs},
    booktitle = {Graph Drawing},
    year = {2012},
    
    }
    


  4. Guillaume Moroz and Boris Aronov. Computing the distance between piecewise-linear bivariate functions. In 23rd ACM-SIAM Symposium on Discrete Algorithms, SODA'12, pages 288--293, 2012. SIAM. [WWW ]
    @inproceedings{Moroz:2012:CDP:2095116.2095143,
    author = {Moroz, Guillaume and Aronov, Boris},
    title = {Computing the distance between piecewise-linear bivariate functions},
    booktitle = {23rd ACM-SIAM Symposium on Discrete Algorithms},
    series = {SODA'12},
    year = {2012},
    location = {Kyoto, Japan},
    pages = {288--293},
    numpages = {6},
    url = {http://dl.acm.org/citation.cfm?id=2095116.2095143},
    acmid = {2095143},
    publisher = {SIAM},
    
    }
    


  5. Brian Wyvill, Paul G. Kry, Raimund Seidel, and David Mould. Determining an Aesthetic Inscribed Curve. In Computational Aesthetics in Graphics, Visualization, and Imaging, pages 63--70, 2012. The Eurographics Association.
    @inproceedings{wyvill2012determining,
    title={Determining an Aesthetic Inscribed Curve},
    author={Brian Wyvill and Paul G. Kry and Raimund Seidel and David Mould},
    booktitle={Computational Aesthetics in Graphics, Visualization, and Imaging},
    pages={63--70},
    year={2012},
    organization={The Eurographics Association} 
    }
    


  6. Brian Wyvill, Paul G. Kry, Raimund Seidel, and David Mould. Determining an Aesthetic Inscribed Curve. In Computational Aesthetics, pages 63-70, 2012.
    @inproceedings{DBLP:conf/cae/WyvillKSM12,
    author = {Brian Wyvill and Paul G. Kry and Raimund Seidel and David Mould},
    title = {Determining an Aesthetic Inscribed Curve},
    booktitle = {Computational Aesthetics},
    year = {2012},
    pages = {63-70},
    ee = {http://dx.doi.org/10.2312/COMPAESTH/COMPAESTH12/063-070},
    crossref = {DBLP:conf/cae/2012},
    bibsource = {DBLP, http://dblp.uni-trier.de} 
    }
    


Research reports
  1. Dominique Attali, Ulrich Bauer, Olivier Devillers, Marc Glisse, and André Lieutier. Homological reconstruction and simplification in ${\mathbb R}^3$. Research Report 8169, INRIA, 2012. [WWW ]
    @techreport{geometrica-8169t,
    title = "Homological reconstruction and simplification in ${\mathbb R}^3$",
    author = "Dominique Attali and Ulrich Bauer and Olivier Devillers and Marc Glisse and Andr{\'e} Lieutier",
    institution = "INRIA",
    year = 2012,
    type = "Research Report",
    number = 8169,
    url = "http://hal.inria.fr/hal-00761208" 
    }
    


  2. Olivier Devillers, Marc Glisse, Xavier Goaoc, Guillaume Moroz, and Matthias Reitzner. The monotonicity of $f$-vectors of random polytopes. Research Report 8154, INRIA, 2012. [WWW ]
    @techreport{geometrica-8154t,
    title = "The monotonicity of $f$-vectors of random polytopes",
    author = "Olivier Devillers and Marc Glisse and Xavier Goaoc and Guillaume Moroz and Matthias Reitzner",
    institution = "INRIA",
    year = 2012,
    type = "Research Report",
    number = 8154,
    url = "http://hal.inria.fr/hal-00758686",
    thanks = "presage barbados" 
    }
    


  3. Olivier Devillers, Marc Glisse, and Xavier Goaoc. Complexity analysis of random geometric structures made simpler. Research Report 8168, INRIA, 2012. [WWW ]
    @techreport{geometrica-8168t,
    title = "Complexity analysis of random geometric structures made simpler",
    author = "Olivier Devillers and Marc Glisse and Xavier Goaoc",
    institution = "INRIA",
    year = 2012,
    type = "Research Report",
    number = 8168,
    url = "http://hal.inria.fr/hal-00761171",
    thanks = "presage barbados" 
    }
    



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Last modified: Mon May 6 10:32:26 2019
Author: lazard.


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