## ----setup, warning=FALSE,message=FALSE--------------------------------------- library(netrankr) library(igraph) library(magrittr) ## ----standardcent,eval=F------------------------------------------------------ # data("dbces11") # g <- dbces11 # # V(g)$name <- 1:11 # # #Degree # g %>% # indirect_relations(type="adjacency") %>% # aggregate_positions(type="sum") # #Closeness # g %>% # indirect_relations(type="dist_sp") %>% # aggregate_positions(type="invsum") # #Betweenness Centrality # g %>% # indirect_relations(type="depend_sp") %>% # aggregate_positions(type="sum") # #Eigenvector Centrality # g %>% # indirect_relations(type="walks",FUN=walks_limit_prop) %>% # aggregate_positions(type="sum") ## ----closeness_variant, eval=F------------------------------------------------ # #harmonic closeness # g %>% # indirect_relations(type="dist_sp",FUN=dist_inv) %>% # aggregate_positions(type="sum") ## ----distance_indices,eval=F-------------------------------------------------- # #residual closeness (Dangalchev,2006) # g %>% # indirect_relations(type="dist_sp",FUN=dist_2pow) %>% # aggregate_positions(type="sum") # # #generalized closeness (Agneessens et al.,2017) (alpha>0) # g %>% # indirect_relations(type="dist_sp",FUN=dist_dpow,alpha=2) %>% # aggregate_positions(type="sum") # # #decay centrality (Jackson, 2010) (alpha in [0,1]) # g %>% # indirect_relations(type="dist_sp",FUN=dist_powd,alpha=0.7) %>% # aggregate_positions(type="sum") # # #integration centrality (Valente & Foreman, 1998) # dist_integration <- function(x){ # x <- 1 - (x - 1)/max(x) # } # g %>% # indirect_relations(type="dist_sp",FUN=dist_integration) %>% # aggregate_positions(type="sum") # ## ----othercent,eval=F--------------------------------------------------------- # #subgraph centrality # g %>% # indirect_relations(type="walks",FUN=walks_exp) %>% # aggregate_positions(type="self") # #communicability centrality # g %>% # indirect_relations(type="walks",FUN=walks_exp) %>% # aggregate_positions(type="sum") # #odd subgraph centrality # g %>% # indirect_relations(type="walks",FUN=walks_exp_odd) %>% # aggregate_positions(type="self") # #even subgraph centrality # g %>% # indirect_relations(type="walks",FUN=walks_exp_even) %>% # aggregate_positions(type="self") # #katz status # g %>% # indirect_relations(type="walks",FUN=walks_attenuated) %>% # aggregate_positions(type="sum") ## ----index_func--------------------------------------------------------------- degree_centrality <- function(g){ DC <- g %>% indirect_relations(type="adjacency") %>% aggregate_positions(type="sum") return(DC) }