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LogConcDEAD  

Log-Concave Density Estimation in Arbitrary Dimensions
View on CRAN: Click here


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

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

Install by package version:
library("remotes")
install_version("LogConcDEAD", "1.6-12")



Attach the package and use:
library("LogConcDEAD")
Maintained by
Yining Chen
[Scholar Profile | Author Map]
All associated links for this package
First Published: 2007-05-13
Latest Update: 2025-03-13
Description:
Software for computing a log-concave (maximum likelihood) estimator for independent and identically distributed data in any number of dimensions. For a detailed description of the method see Cule, Samworth and Stewart (2010, Journal of Royal Statistical Society Series B, ).
How to cite:
Yining Chen (2007). LogConcDEAD: Log-Concave Density Estimation in Arbitrary Dimensions. R package version 1.6-12, https://cran.r-project.org/web/packages/LogConcDEAD. Accessed 27 Oct. 2026.
Previous versions and publish date:
1.0-1 (2007-05-31 16:38), 1.0-3 (2007-07-29 17:28), 1.0-5 (2007-08-07 11:09), 1.0-6 (2007-08-25 18:46), 1.0-8 (2007-11-20 12:03), 1.0-10 (2007-11-21 16:49), 1.0-11 (2007-12-05 08:19), 1.0 (2007-05-13 15:13), 1.1-1 (2008-04-08 08:43), 1.1-2 (2008-06-19 08:42), 1.2-0 (2008-07-07 14:50), 1.3-0 (2008-12-13 11:28), 1.3-1 (2008-12-19 14:00), 1.3-2 (2009-01-18 17:25), 1.3-3 (2009-01-30 12:55), 1.4-0 (2009-10-09 13:03), 1.4-1 (2010-01-12 12:42), 1.4-2 (2010-08-08 14:41), 1.4-3 (2010-12-09 21:32), 1.5-0 (2011-01-04 08:27), 1.5-1 (2011-02-11 09:49), 1.5-2 (2011-04-05 09:14), 1.5-3 (2011-05-24 21:11), 1.5-4 (2011-06-04 09:23), 1.5-5 (2012-06-12 21:44), 1.5-6 (2013-07-15 16:56), 1.5-7 (2013-07-25 01:01), 1.5-8 (2013-11-27 19:50), 1.5-9 (2014-07-02 15:21), 1.6-1 (2018-04-13 10:36), 1.6-3 (2019-07-12 16:00), 1.6-4 (2020-12-02 18:20), 1.6-5 (2022-01-18 13:32), 1.6-6 (2022-11-03 14:50), 1.6-7 (2023-01-17 16:00), 1.6-8 (2023-04-05 19:53), 1.6-9 (2024-01-09 12:50), 1.6-10 (2024-09-12 00:53), 1.6-11 (2025-03-11 15:30), (2026-07-09 08:08)
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