icmotif_role | R Documentation |
Count the roles of connector nodes defined by interconnection motifs in a tripartite network.
icmotif_role(network.or.subnet_mat1, subnet_mat2 = NULL, weighted = FALSE)
network.or.subnet_mat1 |
An igraph object or matrix. An "igraph" object with node attribute 'level' or a matrix representing one subnetwork. See details. |
subnet_mat2 |
A matrix representing one subnetwork. |
weighted |
Logical. Default to FALSE. If TRUE, a weighted measure is provided. See details. |
In this package, a tripartite network contains three groups of nodes (a-nodes,b-nodes,c-nodes) and two subnetworks (P includes the links between a-nodes and b-nodes, Q includes the links between b-nodes and c-nodes). Connector nodes belong to b-nodes.
An interconnection motif is defined to comprise three sets of connected nodes: the connector nodes (belonging to b-nodes), the nodes in one subnetwork (belonging to a-nodes in the P subnetwork), and the nodes in the other subnetwork (belonging to c-nodes in the Q subnetwork). Each motif has maximumly 6 nodes, resulting in a total of 48 distinct motif forms.
The algorithm for counting interconnection motifs is designed by extending the fast approach from Simmons et al.(2019), which uses mathematical operations directly on the bi-adjacency matrix. For interconnection motifs in tripartite networks with intra-guild interactions, please see ig_icmotif_count and ig_icmotif_role.
Two types of inputs network.or.subnet_mat1
can be processed:
An "igraph" object with node attribute 'level' (0 for a-nodes, 1 for b-nodes,2 for c-nodes). If the input is a weighted network, the edge should have a 'weight' attribute.
Or a matrix representing subnetwork P, and must be input with subnet_mat2
representing subnetwork Q.
If the inputs are two matrices, please make sure the rows of
network.or.subnet_mat1
and subnet_mat2
both represent the groups of connector species,i.e, the b-group species. If both matrices have row names, then the function matches row
names to produce connector nodes. Otherwise, row numbers are assigned to row names and matched. Within the two matrices (P and Q), columns represents a-group nodes and c-group nodes respectively.
Elements in matrices are non-zero values if two nodes are linked with or without weights, and 0 otherwise.
Weighted networks
For weighted tripartite networks, the mean weight of the motif occurrence (i.e., a motif occurrence isomorphic to a particular motif form) is provided for a given node with a given role, following Mora et al. (2018) and Simmons et al. (2019).
For binary networks, return a matrix with elements representing the number of times each connector node plays for each unique role within interconnection motifs; for weighted networks, the matrix element represents the mean weight of the motif occurrences where the node exists.
#' Mora, B.B., Cirtwill, A.R. and Stouffer, D.B. (2018). pymfinder: a tool for the motif analysis of binary and quantitative complex networks. bioRxiv, 364703.
Simmons, B. I., Sweering, M. J., Schillinger, M., Dicks, L. V., Sutherland, W. J., & Di Clemente, R. (2019). bmotif: A package for motif analyses of bipartite networks. Methods in Ecology and Evolution, 10(5), 695-701.
## generate a random tripartite network
set.seed(12)
Net <- build_toy_net(11,15,16,0.2)
icmotif_role(Net)
## empirical network
data(PPH_Coltparkmeadow)
Net <- PPH_Coltparkmeadow
icmotif_role(Net)
set.seed(13)
library(igraph)
E(Net)$weight<-runif(length(E(Net)),0.1,1)#random weights assigned
icmotif_role(Net, weighted=TRUE)
##input as binary matrices, with row names.
set.seed(12)
md1 <- matrix(sample(c(0,1),8*11,replace=TRUE),8,11)
dimnames(md1) = list(paste0("b",1:8),paste0("c",1:11))
md2 <- matrix(sample(c(0,1),10*12,replace=TRUE),10,12)
dimnames(md2) = list(paste0("b",1:10),paste0("a",1:12))
icmotif_role(md1,md2)
##input as weighted matrices,with row numbers as row names.
set.seed(12)
mdw1 <- matrix(sample(c(rep(0,40),runif(48,0,1))),8,11)
mdw2 <- matrix(sample(c(rep(0,40),runif(80,0,1))),10,12)
icmotif_role(mdw1,mdw2,weighted=TRUE)
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