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Point set triangulation
Known as:
Point-set triangulation
, Triangulation (disambiguation)
A triangulation of a set of points in the Euclidean space is a simplicial complex that covers the convex hull of , and whose vertices belong to . In…
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Related topics
Related topics
15 relations
Closest pair of points problem
Convex hull
Convex hull algorithms
Delaunay triangulation
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Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2014
2014
A simple construction of a Fortin operator for the two dimensional Taylor-Hood element
Long Chen
Computers and Mathematics with Applications
2014
Corpus ID: 32874516
2012
2012
Querying simplexes in quasi-triangulation
Deok-Soo Kim
,
Jae-Kwan Kim
,
Youngsong Cho
,
Chong-Min Kim
Comput. Aided Des.
2012
Corpus ID: 33527374
2010
2010
Averaging of directional derivatives in vertices of nonobtuse regular triangulations
J. Dalík
Numerische Mathematik
2010
Corpus ID: 27482667
For a shape-regular triangulation $${\mathcal{T}_h}$$ without obtuse angles of a bounded polygonal domain $${\Omega\subset\Re^2…
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2008
2008
Triangulation; Strengthening Your Best Guess
Glenn E. “Gus” Baker
,
A. Grubbs
,
T. Ahern
2008
Corpus ID: 62759135
Triangulation was originated by navigators who located or verified positions with multiple bearings or measurements, but it is…
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2007
2007
Distance‐Ranked Connectivity Compression of Triangle Meshes
P. Marais
,
J. Gain
,
D. Shreiner
Computer graphics forum (Print)
2007
Corpus ID: 3032972
We present a new, single‐rate method for compressing the connectivity information of a connected 2‐manifold triangle mesh with or…
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2004
2004
3D Hybrid Mesh Generation for Reservoir Flow Simulation
N. Flandrin
,
H. Borouchaki
,
C. Bennis
International Meshing Roundtable Conference
2004
Corpus ID: 591326
A great challenge for flow simulators of new generation is to gain more accuracy at well proximity within complex geological…
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2002
2002
The Number of Triangulations of the Cyclic Polytope C (n , n -4)
M. Azaola
,
F. Santos
Discrete & Computational Geometry
2002
Corpus ID: 14371557
We show that the exact number of triangulations of the standard cyclic polytope C(n,n-4) is (n+4)2(n-4)/2-n if n is even and…
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1995
1995
Triangulations and moduli spaces of Riemann surfaces with group actions
P. Buser
,
M. Seppälä
,
R. Silhol
1995
Corpus ID: 14717097
SummaryWe study that subset of the moduli space $$\bar M^g $$ of stable genusg,g>1, Riemann surfaces which consists of such…
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1989
1989
Piecewise linearization of real-valued subanalytic functions
M. Shiota
1989
Corpus ID: 38897318
We show that for a subanalytic function / on a locally compact subanalytic set X there exists a unique subanalytic triangulation…
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Highly Cited
1976
Highly Cited
1976
On triangulations for computing fixed points
M. Todd
Mathematical programming
1976
Corpus ID: 21795565
This paper introduces theoretical measures of efficiency for triangulations used in computing fixed points. The measures, for…
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