def test_impossible_clique(self):
k = 55
m = 2
# Find embedding
pg = pegasus_graph(m)
with self.assertRaises(ValueError):
find_clique_embedding(k, target_graph=pg)
def clique_battery(self,
g,
reconstruct,
test_python=False,
test_nocache=True):
bgcg = busclique.busgraph_cache(g)
emb0 = bgcg.largest_clique()
size = len(emb0)
cl = max_chainlength(emb0)
N = range(size)
yield size, cl
yield g, emb0, 'g:bcg.lc', True
yield g, bgcg.find_clique_embedding(size), 'g:bcg.fce', True
yield g, busclique.find_clique_embedding(size, g), 'g:bc.fce', True
if test_nocache:
yield (g, busclique.find_clique_embedding(size, g,
use_cache=False),
'g:bc.fce,nc', True)
yield g, bgcg.largest_clique_by_chainlength(cl), 'g:bc.lcbc', True
if test_python:
if g.graph['family'] == 'chimera':
if g.graph['labels'] == 'int':
# this fails on coordinate-labeled graphs... TODO?
args = size, g.graph['rows']
kwargs = dict(target_edges=g.edges)
yield (g, chimera.find_clique_embedding(*args, **kwargs),
'g:legacy.fce', True)
if g.graph['family'] == 'pegasus':
kwargs = dict(target_graph=g)
yield (g, pegasus.find_clique_embedding(size, **kwargs),
'g:legacy.fce', False)
nodes = set(itertools.chain.from_iterable(emb0.values()))
h = reconstruct(nodes)
bgch = busclique.busgraph_cache(h)
yield h, busclique.find_clique_embedding(N, h), 'h:bc.fce', True
if test_nocache:
yield (h, busclique.find_clique_embedding(N, h, use_cache=False),
'h:bc.fce,nc', True)
yield h, bgch.largest_clique(), 'h:bgc.lc', True
yield h, bgch.find_clique_embedding(N), 'h:bgc.fce', True
yield h, bgch.largest_clique_by_chainlength(cl), 'h:bgc.lcbc', True
if test_python:
if g.graph['family'] == 'chimera':
if g.graph['labels'] == 'int':
# this fails on coordinate-labeled graphs... TODO?
args = size, h.graph['rows']
kwargs = dict(target_edges=h.edges)
yield (h, chimera.find_clique_embedding(*args, **kwargs),
'h:legacy.fce', True)
if g.graph['family'] == 'pegasus':
kwargs = dict(target_graph=h)
yield (h, pegasus.find_clique_embedding(size, **kwargs),
'h:legacy.fce', False)
def test_k_parameter_int(self):
k_int = 5
m = 3
# Find embedding
pg = pegasus_graph(m, coordinates=True)
embedding = find_clique_embedding(k_int, target_graph=pg)
self.assertTrue(is_valid_embedding(embedding, nx.complete_graph(k_int), pg))
def test_valid_clique_coord(self):
k = nx.complete_graph(15)
m = 4
# Find embedding
pg = pegasus_graph(m, coordinates=True)
embedding = find_clique_embedding(k, target_graph=pg)
self.assertTrue(is_valid_embedding(embedding, k, pg))
def test_k_parameter_list(self):
k_nodes = ['one', 'two', 'three']
m = 4
# Find embedding
pg = pegasus_graph(m, coordinates=True)
embedding = find_clique_embedding(k_nodes, target_graph=pg)
self.assertTrue(is_valid_embedding(embedding, nx.complete_graph(k_nodes), pg))
def test_zero_clique(self):
k = 0
m = 3
# Find embedding
pg = pegasus_graph(m)
embedding = find_clique_embedding(k, target_graph=pg)
self.assertEqual(k, len(embedding))
self.assertEqual({}, embedding)
def test_clique_incomplete_graph(self):
k = 5
m = 2
# Nodes in a known K5 embedding
# Note: {0: [14, 32], 1: [33, 15], 2: [16, 34], 3: [35, 17], 4: [36, 12]}
known_embedding_nodes = {14, 32, 33, 15, 16, 34, 35, 17, 36, 12}
# Create graph with missing nodes
incomplete_pg = pegasus_graph(m)
removed_nodes = set(incomplete_pg.nodes) - known_embedding_nodes
incomplete_pg.remove_nodes_from(removed_nodes)
# See if clique embedding is found
embedding = find_clique_embedding(k, target_graph=incomplete_pg)
self.assertTrue(is_valid_embedding(embedding, nx.complete_graph(k), incomplete_pg))
def test_clique_missing_edges(self):
k = 9
m = 2
pg = pegasus_graph(m)
#pick a random ordering of the edges
edges = list(pg.edges())
shuffle(edges)
K = nx.complete_graph(k)
#now delete edges, one at a time, until we can no longer embed K
with self.assertRaises(ValueError):
while 1:
(u, v) = edges.pop()
pg.remove_edge(u, v)
# See if clique embedding is found
embedding = find_clique_embedding(k, target_graph=pg)
self.assertTrue(is_valid_embedding(embedding, K, pg))
