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jCPM.js
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338 lines (276 loc) · 9.97 KB
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/*
Author: Samuel Castillo (github.com/pksm3) samuel.castillo@iscpif.fr
This is a javascript implementation of the CPM overlapping-community detection algorithm, Palla et al. 2008 http://dx.doi.org/10.1007/978-3-540-69395-6_9
Based on
- http://sociograph.blogspot.fr/2011/11/clique-percolation-in-few-lines-of.html
- https://networkx.github.io
TODO: Apply WebWorkers!
*/
var CPM = function ( G ) {
this.Graph = G;
this.all_the_cliques = false;
this.init = function () {
print("hola mundo")
}
this.array_union = function (x, y) {
var obj = {};
for (var i = x.length-1; i >= 0; -- i)
obj[x[i]] = x[i];
for (var i = y.length-1; i >= 0; -- i)
obj[y[i]] = y[i];
var res = []
for (var k in obj) {
if (obj.hasOwnProperty(k)) { // <-- optional
res.push(obj[k]);
}
}
return res;
}
this.array_intersect = function (a, b) {
var d = {};
var results = [];
for (var i = 0; i < b.length; i++) {
d[b[i]] = true;
}
for (var j = 0; j < a.length; j++) {
if (d[a[j]]) {
results.push(a[j]);
}
}
return results;
}
this.array_difference = function( a , b ) {
return $(a).not(b).get();
}
this.compareNumbers = function (a, b) {
return a - b;
}
// dictionary , dictionary
this.get_adjacent_cliques = function (clique, membership_dict) {
var adjacent_cliques = {}
for( var c in clique) {
var n = clique[c]
for (var adj_clique in membership_dict[n]) {
var adj_clique_str = membership_dict[n][adj_clique].map(Number).sort(this.compareNumbers).join(",")
var clique_str = clique.map(Number).sort(this.compareNumbers).join(",")
if( clique_str != adj_clique_str) {
adjacent_cliques[ adj_clique_str ] = true
}
}
}
return adjacent_cliques
}
this.find_cliques = function ( G ) {
var RESULT = []
var NodesIDs = Object.keys(G).map(Number).sort(this.compareNumbers)
if ( NodesIDs.length == 0)
return
var adj = {}
for (var u in G) {
var tempdict = {}
for(var v in G[u]) {
if (G[u][v] != u) {
tempdict[G[u][v]] = true
}
}
adj[u] = Object.keys( tempdict ).map(Number).sort(this.compareNumbers)
}
var Q = [false]
var subg = NodesIDs
var cand = NodesIDs
// damn abstraction:
// u = max(subg, key=lambda u: len(cand & adj[u]))
var inter_max = -1
var u = -1
for(var s in subg) {
var i = subg[s]
var inter = this.array_intersect( adj[i] , cand )
if (inter.length>inter_max) {
inter_max = inter.length
u = i
}
}
var ext_u = this.array_difference ( cand , adj[u] )
var stack = []
var cand_dict = {}
for(var n in G) {
cand_dict[n] = true
}
var iteration = 0
try {
while(true) {
// console.log("iteration number: "+iteration)
if (ext_u && ext_u.length>0) {
var q = ext_u.shift()
delete cand_dict[q]
Q[Q.length-1] = q
var adj_q = adj[q]
subg_q = this.array_intersect( subg , adj_q )
if (!subg_q || subg_q.length==0) {
RESULT.push( Q.slice().sort(this.compareNumbers) );
} else {
cand_q = this.array_intersect( Object.keys(cand_dict).map(Number).sort(this.compareNumbers) , adj_q )
if (cand_q && cand_q.length>0) {
stack.push( [subg, Object.keys(cand_dict).map(Number).sort(this.compareNumbers), ext_u] )
Q.push(false)
subg = subg_q
cand = cand_q
inter_max = -1
u = -1
for(var s in subg) {
var i = subg[s]
var inter = this.array_intersect( adj[i] , cand )
if (inter.length>inter_max) {
inter_max = inter.length
u = i
}
}
ext_u = this.array_difference ( cand , adj[u] )
for(c in cand_dict)
delete cand_dict[c]
for(var i in cand)
cand_dict [ cand[i] ] = true;
}
}
} else {
Q.pop()
var apop = stack.pop()
subg = apop[0]
cand = apop[1]
ext_u = apop[2]
for(c in cand_dict)
delete cand_dict[c]
for(var i in cand)
cand_dict [ cand[i] ] = true;
}
iteration++;
}
} catch(err) {
console.log("\t END!!!!")
}
return RESULT
}
// Breadth First Search using adjacency list
this.BFS = function (v, adjlist, visited) {
var q = [];
var current_group = [];
var i, len, adjV, nextVertex;
q.push(v);
visited[v] = true;
while (q.length > 0) {
v = q.shift();
current_group.push(v);
// Go through adjacency list of vertex v, and push any unvisited
// vertex onto the queue.
// This is more efficient than our earlier approach of going
// through an edge list.
adjV = adjlist[v];
for (i = 0, len = adjV.length; i < len; i += 1) {
nextVertex = adjV[i];
if (!visited[nextVertex]) {
q.push(nextVertex);
visited[nextVertex] = true;
}
}
}
return current_group;
}
this.k_clique_communities = function ( k ) {
if (k < 2) {
console.log( "k must be greater than 1." )
return []
}
var Graph = this.Graph;
var SuperClusters = [] // var to return!
// Finding All the cliques!
var all_the_cliques = []
if(this.all_the_cliques==false) {
all_the_cliques = this.find_cliques(Graph)
this.all_the_cliques = all_the_cliques;
}
// cliques = Consider just >=kcliques
var cliques = []
for(var c in this.all_the_cliques) {
if( this.all_the_cliques[c].length>=k) {
cliques.push(this.all_the_cliques[c])
}
}
// for(var c in cliques) {
// console.log(cliques[c])
// }
// console.log("")
// console.log(" = = = = = #cliques: "+cliques.length+" = = = = = = ")
// console.log("")
// membership_dict = Relation ( Node , Cliques )
var membership_dict = {}
for(var i in cliques) {
var clique = cliques[i].sort(this.compareNumbers)
for (var j in clique) {
var node = clique[j]
if (!membership_dict[node])
membership_dict[node] = []
membership_dict[node].push(clique)
}
}
// Building a Clique-Graph!:
// doing the source nodes
var CliquesGraph = {}
for(var i in cliques) {
var clique = cliques[i].sort(this.compareNumbers).join(",")
CliquesGraph[clique] = {}
}
// doing the edges:
for(var i in cliques) {
var clique = cliques[i].sort(this.compareNumbers)
var adj_cliques = this.get_adjacent_cliques(clique, membership_dict)
for(var ac in adj_cliques) {
var adj_clique = ac.split(",").map(Number).sort(this.compareNumbers)
var intersection = this.array_intersect( clique , adj_clique )
if (intersection.length >= (k - 1) ) {
var s = clique.join(",")
var t = adj_clique.join(",")
CliquesGraph[s][t] = true;
}
}
}
for(var s in CliquesGraph)
CliquesGraph[s] = Object.keys(CliquesGraph[s])
// For each clique, see which adjacent cliques percolate
var groups = [];
var visited = {};
var v;
for (v in CliquesGraph) {
if (CliquesGraph.hasOwnProperty(v) && !visited[v]) {
groups.push( this.BFS(v, CliquesGraph, visited) );
}
}
// Calculating the nodes-union per agroupation.
for (var i in groups) {
var group = groups[i]
var unique_array = []
for(var j in group) {
var cluster = group[j]
var nodes = cluster.split(",").map(Number).sort(this.compareNumbers)
unique_array = this.array_union ( unique_array , nodes ).sort(this.compareNumbers)
}
SuperClusters.push( unique_array.sort(this.compareNumbers) )
}
return SuperClusters;
}
};
// self.addEventListener("message", function(e) {
// var Graph = e.data.Graph;
// var jCPM = new CPM( Graph )
// var results = jCPM.k_clique_communities(4)
// postMessage({
// "groups":results,
// });
// }, false);
// console.log( "Hello I'm CPM!" )
// var Graph = {}
// var CPM_instance = new CPM( Graph )
// var results = CPM_instance.k_clique_communities(4)
// console.log("Groups: "+results.length)
// for(var g in results) {
// console.log(results[g])
// }