This function finds communities in a (un)weighted undirected network based on the Louvain algorithm.
Usage
netclu_louvain(
net,
weight = TRUE,
cut_weight = 0,
index = names(net)[3],
lang = "igraph",
resolution = 1,
seed = NULL,
q = 0,
c = 0.5,
k = 1,
bipartite = FALSE,
site_col = 1,
species_col = 2,
return_node_type = "both",
binpath = "tempdir",
check_install = TRUE,
path_temp = "louvain_temp",
delete_temp = TRUE,
algorithm_in_output = TRUE
)
Arguments
- net
The output object from
similarity()
ordissimilarity_to_similarity()
. If adata.frame
is used, the first two columns represent pairs of sites (or any pair of nodes), and the next column(s) are the similarity indices.- weight
A
boolean
indicating if the weights should be considered if there are more than two columns.- cut_weight
A minimal weight value. If
weight
is TRUE, the links between sites with a weight strictly lower than this value will not be considered (0
by default).- index
The name or number of the column to use as weight. By default, the third column name of
net
is used.- lang
A string indicating which version of Louvain should be used (
"igraph"
or"cpp"
, see Details).- resolution
A resolution parameter to adjust the modularity (1 is chosen by default, see Details).
- seed
The random number generator seed (only when
lang = "igraph"
, NULL for random by default).- q
The quality function used to compute the partition of the graph (modularity is chosen by default, see Details).
- c
The parameter for the Owsinski-Zadrozny quality function (between 0 and 1, 0.5 is chosen by default).
- k
The kappa_min value for the Shi-Malik quality function (it must be > 0, 1 is chosen by default).
- bipartite
A
boolean
indicating if the network is bipartite (see Details).- site_col
The name or number for the column of site nodes (i.e., primary nodes).
- species_col
The name or number for the column of species nodes (i.e., feature nodes).
- return_node_type
A
character
indicating what types of nodes ("site"
,"species"
, or"both"
) should be returned in the output ("both"
by default).- binpath
A
character
indicating the path to the bin folder (see install_binaries and Details).- check_install
A
boolean
indicating if the function should check that Louvain has been properly installed (see install_binaries and Details).- path_temp
A
character
indicating the path to the temporary folder (see Details).- delete_temp
A
boolean
indicating if the temporary folder should be removed (see Details).- algorithm_in_output
A
boolean
indicating if the original output of cluster_louvain should be returned in the output (TRUE
by default, see Value).
Value
A list
of class bioregion.clusters
with five slots:
name: A
character
containing the name of the algorithm.args: A
list
of input arguments as provided by the user.inputs: A
list
of characteristics of the clustering process.algorithm: A
list
of all objects associated with the clustering procedure, such as original cluster objects (only ifalgorithm_in_output = TRUE
).clusters: A
data.frame
containing the clustering results.
In the algorithm
slot, if algorithm_in_output = TRUE
, users can
find the output of cluster_louvain if
lang = "igraph"
and the following element if lang = "cpp"
:
cmd
: The command line used to run Louvain.version
: The Louvain version.web
: The Louvain's website.
Details
Louvain is a network community detection algorithm proposed in
(Blondel et al., 2008). This function offers two
implementations of the Louvain algorithm (controlled by the lang
parameter):
the igraph
implementation (cluster_louvain) and the C++
implementation (https://sourceforge.net/projects/louvain/, version 0.3).
The igraph
implementation allows adjustment of the resolution parameter of
the modularity function (resolution
argument) used internally by the
algorithm. Lower values typically yield fewer, larger clusters. The original
definition of modularity is recovered when the resolution parameter
is set to 1 (by default).
The C++ implementation provides several quality functions:
q = 0
for the classical Newman-Girvan criterion (Modularity),
q = 1
for the Zahn-Condorcet criterion, q = 2
for the Owsinski-Zadrozny
criterion (parameterized by c
), q = 3
for the Goldberg Density criterion,
q = 4
for the A-weighted Condorcet criterion, q = 5
for the Deviation to
Indetermination criterion, q = 6
for the Deviation to Uniformity criterion,
q = 7
for the Profile Difference criterion, q = 8
for the Shi-Malik
criterion (parameterized by k
), and q = 9
for the Balanced Modularity
criterion.
The C++ version is based on version 0.3 (https://sourceforge.net/projects/louvain/). Binary files are required to run it, and can be installed with install_binaries.
If you changed the default path to the bin
folder
while running install_binaries, PLEASE MAKE SURE to set binpath
accordingly.
If you did not use install_binaries to change the permissions or test
the binary files, PLEASE MAKE SURE to set check_install
accordingly.
The C++ version generates temporary folders and/or files in the path_temp
folder ("louvain_temp" with a unique timestamp located in the bin folder in
binpath
by default). This temporary folder is removed by default
(delete_temp = TRUE
).
Note
Although this algorithm was not primarily designed to deal with bipartite
networks, it is possible to consider the bipartite network as a unipartite
network (bipartite = TRUE
).
Do not forget to indicate which of the first two columns is dedicated to the
site nodes (i.e., primary nodes) and species nodes (i.e., feature nodes) using
the arguments site_col
and species_col
. The type of nodes returned in
the output can be chosen with the argument return_node_type
equal to
"both"
to keep both types of nodes, "site"
to preserve only the site
nodes, and "species"
to preserve only the species nodes.
References
Blondel VD, Guillaume JL, Lambiotte R & Mech ELJS (2008) Fast unfolding of communities in large networks. J. Stat. Mech. 10, P10008.
See also
For more details illustrated with a practical example, see the vignette: https://biorgeo.github.io/bioregion/articles/a4_3_network_clustering.html.
Associated functions: netclu_infomap netclu_greedy netclu_oslom
Author
Maxime Lenormand (maxime.lenormand@inrae.fr)
Pierre Denelle (pierre.denelle@gmail.com)
Boris Leroy (leroy.boris@gmail.com)