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#' Find the SALSA as 'hub' or 'authority' score
#'
#' The Stochastic Approach for Link-Structure Analysis (SALSA) is combination of HITS and PageRank which creates a neighborhood graph using authority and hub pages and links and create a bipartite graph of the authority and hub pages in the neighborhood graph.
#' @details
#' More detail at \href{http://www.centiserver.org/?q1=centrality&q2=SALSA}{SALSA}
#' @param graph The input graph as igraph object
#' @param vids Vertex sequence, the vertices for which the centrality values are returned. Default is all vertices.
#' @param score Character constant, gives which score should be calculated and must be one of 'hub' or 'authority'. The default is 'hub'.
#' @return A numeric vector contaning the centrality scores for the selected vertices.
#' @author Mahdi Jalili \email{m_jalili@@farabi.tums.ac.ir}
#' @references Lempel, Ronny, and Shlomo Moran. "SALSA: the stochastic approach for link-structure analysis." ACM Transactions on Information Systems (TOIS) 19.2 (2001): 131-160.
#' @examples
#' g <- barabasi.game(10)
#' salsa(g)
#' @export
salsa <- function (graph, vids = V(graph), score = c("hub", "authority")){
.cs.checkPreconditions(as.undirected(graph), c("stronglyConnected"))
vids <- .cs.as.igraph.vs(graph, vids)
if(missing(score)){
score <- "hub"
}else{
if(length(score) > 1 || (as.character(score)!="hub" && as.character(score)!="authority")){
stop("The score should be one of 'hub' or 'authority'.", call. = FALSE)
}
}
L <- as.matrix(get.adjacency(graph, names=FALSE))
Lr <- prop.table(L, 1)
Lr[is.nan(Lr)] <- 0
Lc <- prop.table(L, 2)
Lc[is.nan(Lc)] <- 0
rm(L)
#H <- Lr %*% t(Lc)
#A <- t(Lc) %*% Lr
if(as.character(score=="hub")){
M <- Lr %*% t(Lc)
}else{
M <- t(Lc) %*% Lr
}
rm(Lr, Lc)
res <- eigen(M)$values
if (getIgraphOpt("add.vertex.names") && is.named(graph)) {
names(res) <- V(graph)$name
}
res[vids]
}
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