Created
July 27, 2018 04:58
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SageMath - Add all potential edges in a bipartite graph, with weight
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#Code produced with the help of Dr. Brett Stevens @ Carleton University | |
#Add all potential missing edges in a bigraph and with weight | |
#First copy some bigraph G and generate list of known edges | |
auxillary_graph = G.copy() | |
edge_list = [] | |
for edge in auxillary_graph.edges(): | |
edge_list.append((edge[0],edge[1])) | |
#This ensures pre-existing edges are not considered as potential edges | |
sample_edge = edge_list[0] | |
part0 = auxillary_graph.bipartition()[0] | |
part1 = auxillary_graph.bipartition()[1] | |
if sample_edge[0] not in part0: | |
temp_part = part0 | |
part0 = part1 | |
part1 = temp_part | |
#produces the disconnected 2-tuples between bipartitions and adds an edge of some weight (here, weight is 1000) | |
for potential_edge in itertools.product(part0,part1): | |
unicode_potential_edge = (unicode(potential_edge[0]),unicode(potential_edge[1])) | |
if unicode_potential_edge not in edge_list: | |
G.add_edge (unicode_potential_edge[0],unicode_potential_edge[1], 1000) |
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