Search Results

Displaying 10 of 38 articles for (Title, Keywords or Abstract contains ‘Delaunay tessellation’)

The extended Delaunay tessellation
Authors:	Calvo, Nestor; R Idelsohn, Sergio; Oñate, Eugenio
Source:	Engineering Computations: Int J for Computer-Aided Engineering, Volume 20, Numbers 5-6, 2003, pp. 583-600(18)
Publisher:	Emerald Group Publishing Limited

Favourites:
ADD

On shape Delaunay tessellations
Authors:	Aurenhammer, F.; Paulini, G. n.
Source:	INFORMATION PROCESSING LETTERS, Volume 114, Number 10, 2014, pp. 535-541(7)
Publisher:	Elsevier

Favourites:
ADD

Large Cells in Poisson-Delaunay Tessellations
Authors:	Hug, D.; Schneider, R.
Source:	DISCRETE AND COMPUTATIONAL GEOMETRY, Volume 31, Number 4, 2004, pp. 503-514(12)
Publisher:	Springer Science and Media

Favourites:
ADD

Geometric Properties of the Adaptive Delaunay Tessellation
Authors:	Bobach, T.; Constantiniu, A.; Steinmann, P.; Umlauf, G.
Source:	LECTURE NOTES IN COMPUTER SCIENCE, Volume 1, Number 5862, 2010, pp. 41-54(14)
Publisher:	Springer Science and Media

Favourites:
ADD

3D adaptive tomography using Delaunay triangles and Voronoi polygons
Authors:	Böhm, G.; Galuppo, P.; Vesnaver, A.
Source:	Geophysical Prospecting, Volume 48, Number 4, 1 July 2000, pp. 723-744(22)
Publisher:	Wiley-Blackwell

Favourites:
ADD

Automatic Mesh Generation Using a Modified Delaunay Tessellation
Authors:	Lee, J.-F.; Dyczij-Edlinger, R.
Source:	IEEE ANTENNAS AND PROPAGATION MAGAZINE, Volume 39, Number 1, 1997, pp. 34-45(12)
Publisher:	IEEE

Favourites:
ADD

Continuous fields and discrete samples: reconstruction through Delaunay tessellations
Authors:	Schaap, W. E.; van de Weygaert, R.
Source:	ASTRONOMY AND ASTROPHYSICS -BERLIN-, Volume 363, Number 3, 2000, pp. L29-L32(4)
Publisher:	Springer Science and Media

Favourites:
ADD

3D Visualization of Complex Surfaces Using Dynamic Delaunay Tessellation
Authors:	Gavrilova, M. L.; Pivovarov, J.
Source:	LECTURE NOTES IN COMPUTER SCIENCE, Volume 1, Number 2660, 2003, pp. 718-728(11)
Publisher:	Springer Science and Media

Favourites:
ADD

Hierarchical Localization Algorithm Based on Inverse Delaunay Tessellation
Authors:	Saeki, M.; Inoue, J.; Khor, K.-H.; Kousaka, T.; Honda, H.; Oguni, K.; Hori, M.
Source:	LECTURE NOTES IN COMPUTER SCIENCE, Volume 1, Number 3868, 2006, pp. 180-195(16)
Publisher:	Springer Science and Media

Favourites:
ADD

Gibbs Delaunay Tessellations with Geometric Hardcore Conditions
Author:	Dereudre, D.
Source:	JOURNAL OF STATISTICAL PHYSICS, Volume 131, Number 1, 2008, pp. 127-151(25)
Publisher:	Springer Science and Media

Favourites:
ADD

Ingenta Connect website makes use of cookies so as to keep track of data that you have filled in. I am Happy with this Find out more

The extended Delaunay tessellation