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deldir  

Delaunay Triangulation and Dirichlet (Voronoi) Tessellation
View on CRAN: Click here


Download and install deldir package within the R console
Install from CRAN:
install.packages("deldir")

Install from Github:
library("remotes")
install_github("cran/deldir")

Install by package version:
library("remotes")
install_version("deldir", "2.0-4")



Attach the package and use:
library("deldir")
Maintained by
Rolf Turner
[Scholar Profile | Author Map]
All associated links for this package
First Published: 2002-02-24
Latest Update: 2023-05-17
Description:
Calculates the Delaunay triangulation and the Dirichlet or Voronoi tessellation (with respect to the entire plane) of a planar point set. Plots triangulations and tessellations in various ways. Clips tessellations to sub-windows. Calculates perimeters of tessellations. Summarises information about the tiles of the tessellation. Calculates the centroidal Voronoi (Dirichlet) tessellation using Lloyd's algorithm.
How to cite:
Rolf Turner (2002). deldir: Delaunay Triangulation and Dirichlet (Voronoi) Tessellation. R package version 2.0-4, https://cran.r-project.org/web/packages/deldir. Accessed 21 Nov. 2024.
Previous versions and publish date:
0.0-1 (2002-02-24 18:09), 0.0-2 (2004-09-28 09:49), 0.0-3 (2005-06-03 07:14), 0.0-4 (2005-11-03 18:35), 0.0-5 (2006-07-25 18:54), 0.0-6 (2007-08-10 10:47), 0.0-7 (2007-11-03 19:33), 0.0-8 (2009-04-04 22:40), 0.0-9 (2009-11-04 08:53), 0.0-10 (2009-11-16 19:01), 0.0-11 (2009-12-09 09:53), 0.0-12 (2010-01-08 09:08), 0.0-13 (2010-11-29 09:23), 0.0-14 (2011-06-23 07:46), 0.0-15 (2011-08-12 16:30), 0.0-16 (2011-11-04 08:32), 0.0-17 (2012-04-03 09:09), 0.0-18 (2012-04-21 06:19), 0.0-19 (2012-04-23 07:06), 0.0-20 (2012-09-08 07:59), 0.0-21 (2012-10-12 07:37), 0.0-22 (2013-04-18 07:29), 0.1-1 (2013-10-01 23:11), 0.1-3 (2014-01-30 11:26), 0.1-4 (2014-01-31 12:08), 0.1-5 (2014-02-02 01:35), 0.1-6 (2014-08-03 02:10), 0.1-7 (2014-11-27 12:46), 0.1-9 (2015-03-09 07:58), 0.1-12 (2016-03-06 09:37), 0.1-14 (2017-04-22 15:53), 0.1-15 (2018-04-01 09:42), 0.1-16 (2019-01-04 16:40), 0.1-21 (2019-06-15 06:20), 0.1-22 (2019-07-05 06:30), 0.1-23 (2019-07-31 07:00), 0.1-25 (2020-02-03 10:30), 0.1-28 (2020-07-15 15:50), 0.1-29 (2020-09-13 15:10), 0.2-2 (2020-11-05 07:20), 0.2-3 (2020-11-09 14:20), 0.2-9 (2021-01-16 06:40), 0.2-10 (2021-02-16 18:50), 1.0-2 (2021-10-05 09:30), 1.0-5 (2021-10-09 23:20), 1.0-6 (2021-10-23 06:50), 1.0-9 (2023-05-17 07:20), 2.0-2 (2023-11-23 09:50)
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