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leidenbase  

R and C/C++ Wrappers to Run the Leiden find_partition() Function
View on CRAN: Click here


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

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

Install by package version:
library("remotes")
install_version("leidenbase", "0.1.31")



Attach the package and use:
library("leidenbase")
Maintained by
Brent Ewing
[Scholar Profile | Author Map]
All associated links for this package
First Published: 2022-02-22
Latest Update: 2023-07-19
Description:
An R to C/C++ interface that runs the Leiden community detection algorithm to find a basic partition (). It runs the equivalent of the 'leidenalg' find_partition() function, which is given in the 'leidenalg' distribution file 'leiden/src/functions.py'. This package includes the required source code files from the official 'leidenalg' distribution and functions from the R 'igraph' package. The 'leidenalg' distribution is available from and the R 'igraph' package is available from . The Leiden algorithm is described in the article by Traag et al. (2019) . Leidenbase includes code from the packages: igraph version 0.9.8 with license GPL (>= 2), leidenalg version 0.8.10 with license GPL 3.
How to cite:
Brent Ewing (2022). leidenbase: R and C/C++ Wrappers to Run the Leiden find_partition() Function. R package version 0.1.31, https://cran.r-project.org/web/packages/leidenbase. Accessed 22 Dec. 2024.
Previous versions and publish date:
0.1.8 (2022-02-22 09:20), 0.1.9 (2022-03-10 09:30), 0.1.11 (2022-03-28 20:20), 0.1.12 (2022-09-29 21:00), 0.1.14 (2022-12-14 18:20), 0.1.17 (2023-04-13 00:00), 0.1.18 (2023-04-15 11:20), 0.1.23 (2023-07-16 20:00), 0.1.25 (2023-07-19 11:10), 0.1.27 (2023-12-01 10:50), 0.1.30 (2024-07-11 01:40)
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Complete documentation for leidenbase
Functions, R codes and Examples using the leidenbase R package
Some associated functions: leiden_find_partition . 
Some associated R codes: leidenbase.R .  Full leidenbase package functions and examples
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