Menelaos Karavelas

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Leonidas GuibasProfessor of Computer Science, Stanford UniversityVerified email at cs.stanford.edu
Ioannis EmirisAthena Research Center; and National & Kapodistrian University of AthensVerified email at di.uoa.gr
PANAGIOTIS KAKLISReader, Univ. Strathclyde; Professor, NTUA (1990-2017; GR), IACM-FORTH; ARCHIMEDES-ATHENA RCVerified email at strath.ac.uk
Elias TsigaridasINRIAVerified email at inria.fr
Dimitris N. MetaxasBoard of Governors and Distinguished Professor of Computer Science, Rutgers UniversityVerified email at cs.rutgers.edu
Ambarish GoswamiDirector, System Analyst, Intuitive SurgicalVerified email at ambarish.com
Siome GoldensteinGoogleVerified email at google.com
Daniel RusselUCSFVerified email at salilab.org
Monique TeillaudINRIA Nancy - Grand Est, LORIAVerified email at inria.fr
Olivier DevillersINRIA Nancy - Grand Est, LORIAVerified email at normalesup.org
Michael HemmerGoogle Inc.Verified email at google.com
Zafeirakis ZafeirakopoulosSection of Mathematics, University of GenevaVerified email at risc.jku.at
Bernard MourrainInria, AromathVerified email at inria.fr
Alexandros GinnisAssociate Professor of Naval Architecture, National technical university of AthensVerified email at naval.ntua.gr
K.V. KostasNazarbayev University, School of Engineering & Digital SciencesVerified email at nu.edu.kz
Raimund SeidelProfessor, Saarland University, Saarbrücken; Saarland Informatics Campus;Schloss Dagstuhl - LZIVerified email at cs.uni-saarland.de
Sylvain Pionex-INRIAVerified email at normalesup.org
Pierre AlliezSenior Researcher, Team Leader, Inria center at Université Côte d'AzurVerified email at inria.fr
Dimitrios M. ThilikosVerified email at thilikos.info

Menelaos Karavelas

Amazon Web Services Inc.

Verified email at alumni.stanford.edu - Homepage

Computational Geometry Geometric Computing Computer Aided Geometric Design GIS


Title Sort by citations Sort by year Sort by title	Cited by Cited by	Year
A robust and efficient implementation for the segment Voronoi diagram MI Karavelas International symposium on Voronoi diagrams in science and engineering 2004 …, 2004	130	2004
The predicates of the Apollonius diagram: algorithmic analysis and implementation IZ Emiris, MI Karavelas Computational Geometry 33 (1-2), 18-57, 2006	98*	2006
Scalable nonlinear dynamical systems for agent steering and crowd simulation S Goldenstein, M Karavelas, D Metaxas, L Guibas, E Aaron, A Goswami Computers & Graphics 25 (6), 983-998, 2001	98	2001
Dynamic additively weighted Voronoi diagrams in 2D MI Karavelas, M Yvinec European Symposium on Algorithms, 586-598, 2002	92	2002
On the combinatorial complexity of Euclidean Voronoi cells and convex hulls of d-dimensional spheres JD Boissonnat, MI Karavelas SODA 3, 305-312, 2003	87	2003
The Voronoi diagram of planar convex objects M Karavelas, M Yvinec Algorithms-ESA 2003, 337-348, 2003	65*	2003
G1-smooth branching surface construction from cross sections NC Gabrielides, AI Ginnis, PD Kaklis, MI Karavelas Computer-Aided Design 39 (8), 639-651, 2007	52	2007
Static and kinetic geometric spanners with applications. MI Karavelas, LJ Guibas SODA, 168-176, 2001	51	2001
Shape-preserving interpolation in R³ PD Kaklis, MI Karavelas IMA journal of numerical analysis 17 (3), 373-419, 1997	51	1997
Experimental evaluation and cross-benchmarking of univariate real solvers M Hemmer, EP Tsigaridas, Z Zafeirakopoulos, IZ Emiris, MI Karavelas, ... Proceedings of the 2009 conference on Symbolic numeric computation, 45-54, 2009	47	2009
A Computational Framework for Handling Motion. LJ Guibas, MI Karavelas, D Russel ALENEX/ANALC, 129-141, 2004	38	2004
Root comparison techniques applied to computing the additively weighted Voronoi diagram. MI Karavelas, IZ Emiris SODA, 320-329, 2003	36	2003
2D segment Delaunay graphs M Karavelas CGAL User and Reference Manual. CGAL Editorial Board 4 (1), 2019	27	2019
2D Voronoi diagram adaptor M Karavelas part of The Computational Geometry Algorithms Library version 5 (2), 2010	24	2010
Bounding the distance between 2D parametric Bézier curves and their control polygon MI Karavelas, PD Kaklis, KV Kostas Computing 72, 117-128, 2004	24	2004
Interval methods for kinetic simulations LJ Guibas, MI Karavelas Proceedings of the fifteenth annual symposium on Computational Geometry, 255-264, 1999	22	1999
Guarding curvilinear art galleries with vertex or point guards MI Karavelas, CD Tóth, EP Tsigaridas Computational Geometry 42 (6-7), 522-535, 2009	21	2009
A package for exact kinetic data structures and sweepline algorithms D Russel, MI Karavelas, LJ Guibas Computational Geometry 38 (1-2), 111-127, 2007	19	2007
Voronoi diagrams in CGAL MI Karavelas 22nd European workshop on computational geometry, 229-232, 2006	19	2006
Spatial shape‐preserving interpolation using ν‐splines MI Karavelas, PD Kaklis Numerical Algorithms 23, 217-250, 2000	17	2000

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