I made a code for generate a graph with 379613734 edges.
But the code couldn't be finished because of memory. It takes about 97% of server memory when it go through 62 million lines. So I killed it.
Do you have any idea to solve this problem?
My code is like this:
import os, sys
import time
import networkx as nx
G = nx.Graph()
ptime = time.time()
j = 1
for line in open("./US_Health_Links.txt", 'r'):
#for line in open("./test_network.txt", 'r'):
follower = line.strip().split()[0]
followee = line.strip().split()[1]
G.add_edge(follower, followee)
if j%1000000 == 0:
print j*1.0/1000000, "million lines done", time.time() - ptime
ptime = time.time()
j += 1
DG = G.to_directed()
# P = nx.path_graph(DG)
Nn_G = G.number_of_nodes()
N_CC = nx.number_connected_components(G)
LCC = nx.connected_component_subgraphs(G)[0]
n_LCC = LCC.nodes()
Nn_LCC = LCC.number_of_nodes()
inDegree = DG.in_degree()
outDegree = DG.out_degree()
Density = nx.density(G)
# Diameter = nx.diameter(G)
# Centrality = nx.betweenness_centrality(PDG, normalized=True, weighted_edges=False)
# Clustering = nx.average_clustering(G)
print "number of nodes in G\t" + str(Nn_G) + '\n' + "number of CC in G\t" + str(N_CC) + '\n' + "number of nodes in LCC\t" + str(Nn_LCC) + '\n' + "Density of G\t" + str(Density) + '\n'
# sys.exit()
# j += 1
The edge data is like this:
1000 1001
1000245 1020191
1000 10267352
1000653 10957902
1000 11039092
1000 1118691
10346 11882
1000 1228281
1000 1247041
1000 12965332
121340 13027572
1000 13075072
1000 13183162
1000 13250162
1214 13326292
1000 13452672
1000 13844892
1000 14061830
12340 1406481
1000 14134703
1000 14216951
1000 14254402
12134 14258044
1000 14270791
1000 14278978
12134 14313332
1000 14392970
1000 14441172
1000 14497568
1000 14502775
1000 14595635
1000 14620544
1000 14632615
10234 14680596
1000 14956164
10230 14998341
112000 15132211
1000 15145450
100 15285998
1000 15288974
1000 15300187
1000 1532061
1000 15326300
Lastly, is there anybody who has an experience to analyze Twitter link data? It's quite hard to me to take a directed graph and calculate average/median indegree and outdegree of nodes. Any help or idea?
First, you should consider whether you could just add more RAM. Make some estimates of memory usage, either by calculating based on the data you have or by reading in subsamples of the data of various sizes to measure how things scale. The modest cost of a few GB of RAM might spare you lots of time and trouble.
Second, consider whether you need to actually build the whole graph. For example, you could determine the number of vertices and their degrees just by iterating through the file and counting - you'd only need to keep one line at a time in memory, plus the counts, which will be a lot smaller than the graph. Knowing the degrees, you could omit any vertices with degree one from the graph when finding the largest connected component, then correct for the omitted nodes afterwards. You're doing data analysis, not implementing some general algorithm: learn simple things about the data to enable more complicated analyses.
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