assortment.continuous {assortnet} | R Documentation |
Assortment on continuous vertex values
Description
Calculates the assortativity coefficient for weighted and unweighted graphs with numerical vertex values
Usage
assortment.continuous(graph, vertex_values, weighted = TRUE,
SE = FALSE, M = 1, na.rm = FALSE)
Arguments
graph |
A Adjacency matrix, as an N x N matrix. Can be weighted or binary. |
vertex_values |
Values on which to calculate assortment, vector of N numbers |
weighted |
Flag: TRUE to use weighted edges, FALSE to turn edges into binary (even if weights are given) |
SE |
Calculate standard error using the Jackknife method. |
M |
Binning value for Jackknife, where M edges are removed rather than single edges. This helps speed up the estimate for large networks with many edges. |
na.rm |
Remove all nodes which have NA as vertex_values from both the network and the vertex_values object. If this is False and NAs are present, an error message will be displayed. |
Value
This function returns a named list, with two elements:
$r the assortativity coefficient $SE the standard error
Author(s)
Damien Farine dfarine@orn.mpg.de
References
Newman (2003) Mixing patterns in networks. Physical Review E (67) Farine, D.R. (2014) Measuring phenotypic assortment in animal social networks: weighted associations are more robust than binary edges. Animal Behaviour 89: 141-153.
Examples
# DIRECTED NETWORK EXAMPLE
# Create a random directed network
N <- 20
dyads <- expand.grid(ID1=1:20,ID2=1:20)
dyads <- dyads[which(dyads$ID1 != dyads$ID2),]
weights <- rbeta(nrow(dyads),1,15)
network <- matrix(0, nrow=N, ncol=N)
network[cbind(dyads$ID1,dyads$ID2)] <- weights
# Create random continues trait values
traits <- rnorm(N)
# Test for assortment as binary network
assortment.continuous(network,traits,weighted=FALSE)
# Test for assortment as weighted network
assortment.continuous(network,traits,weighted=TRUE)
# UNDIRECTED NETWORK EXAMPLE
# Create a random undirected network
N <- 20
dyads <- expand.grid(ID1=1:20,ID2=1:20)
dyads <- dyads[which(dyads$ID1 < dyads$ID2),]
weights <- rbeta(nrow(dyads),1,15)
network <- matrix(0, nrow=N, ncol=N)
network[cbind(dyads$ID1,dyads$ID2)] <- weights
network[cbind(dyads$ID2,dyads$ID1)] <- weights
# Create random continues trait values
traits <- rnorm(N)
# Test for assortment as binary network
assortment.continuous(network,traits,weighted=FALSE)
# Test for assortment as weighted network
assortment.continuous(network,traits,weighted=TRUE)