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Quickhull
Quickhull is a method of computing the convex hull of a finite set of points in the plane. It uses a divide and conquer approach similar to that of…
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Convex hull
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Convex hull algorithms
Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2016
2016
Partial Flattening: A Compilation Technique for Irregular Nested Parallelism on GPGPUs
Ming-Hsiang Huang
,
Wuu Yang
International Conference on Parallel Processing
2016
Corpus ID: 9572560
Supporting irregular nested parallelism on modern GPUs requires much effort. One should distribute the parallel tasks evenly…
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2008
2008
A New Algorithm for Finding Convex Hull with a Maximum Pitch of the Dynamical Base Line
Qihai Zhou
,
Tao Huang
,
Hongyu Wu
,
Zhongjun Li
,
Xun Lin
Workshop on Knowledge Discovery and Data Mining
2008
Corpus ID: 18390121
In this paper, a representative algorithm convex hull with half-dividing and recurrence is commented; and according to the…
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2008
2008
Cronus: A platform for parallel code generation based on computational geometry methods
T. Andronikos
,
F. Ciorba
,
P. Theodoropoulos
,
D. Kamenopoulos
,
G. Papakonstantinou
Journal of Systems and Software
2008
Corpus ID: 40147756
2007
2007
Comparison Between Mimetic and Two-Point Flux-Approximation Schemes on PEBI-grids
T. Lunde
2007
Corpus ID: 67825331
Review
2007
Review
2007
Visualization of Algorithms from Computational Geometry using QuickTime ® Movies
J. Anderson
2007
Corpus ID: 16705152
QuickTime® movies provide students of computational geometry with a useful pedagogical tool that helps them to follow, implement…
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2007
2007
A Paradigm for Divide and Conquer Algorithms on the GPU and its Application to the Quickhull Algorithm
Stanley Tzeng
,
John Douglas Owens
2007
Corpus ID: 58117040
We present a divide and conquer paradigm for dataparallel architectures and use it to implement the Quickhull algorithm to find…
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2006
2006
CTH12-1: Efficient Calculation of BER for Arbitrary Modulation and Signaling in Fading Channels
L. Szczecinski
,
Hong Xu
,
Xin Gao
,
R. Bettancourt
IEEE Globecom
2006
Corpus ID: 38496518
We present a numerically efficient method to evaluate exactly uncoded bit error rate for transmission in fading channels. The…
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2004
2004
Visualizing the Connection Among Convex Hull , Voronoi Diagram and Delaunay Triangulation
J. Fisher
2004
Corpus ID: 10920294
The convex hull, Voronoi diagram and Delaunay triangulation are all essential concepts in computational geometry. Algorithms for…
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1998
1998
Colorant Selection for Six-Color Lithographic Printing
S. Viggiano
,
W. Hoagland
International Conference on Communications in…
1998
Corpus ID: 17136828
Two criteria for selecting ink sets for six-color lithographic printing are discussed. The first is the volume, in CIELAB space…
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1995
1995
Randomized Quick Hull
R. Wenger
1995
Corpus ID: 16571841
This paper contains a simple, randomized algorithm for constructing the convex hull of a set of n points in the plane with…
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