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This repository was archived by the owner on Jan 25, 2023. It is now read-only.
def verify_embedding(G_edges, A_edges, emb):
# verify that emb is valid embedding of graph G in graph A
# this function should have the same input/output format as embedding functions
# Here, emb is a list of lists and G/A are lists of edges.
# make G,A networkx graphs.
A = nx.Graph(A_edges)
G = nx.Graph(G_edges)
n = len(A)
m = len(G)
if m != len(emb):
print 'Invalid: dimension mismatch.\n'
return False
# make sure chains don't overlap
inti = [-1]*n
for i in range(len(emb)):
for k in emb[i]:
if inti[k] != -1:
print 'Invalid: vertices %d and %d overlap\n' % (inti[k], i)
return False
inti[k] = i
# make sure chains aren't mapping on to nonworking qubits
working = [False]*n
for e in A.edges:
working[e[0]] = True
working[e[1]] = True
for i in range(len(emb)):
for k in emb[i]:
if not(working[k]):
print 'Invalid: vertices mapped onto non-working qubit\n'
return False
# check whether a target node is mapped to a connected component.
used = [False] * m
for e in G.edges:
used[e[0]] = True
used[e[1]] = True
for i in range(len(emb)):
# empty is ok if that variable is not used
if emb[i]==[] and used[i]:
print 'Invalid: vertex %d is empty\n' % 0
return False
# get components:
Gc = A.subgraph(emb[i])
if nx.number_connected_components(Gc) != 1:
print('Invalid: vertex %d is not connected\n' % i)
return False
# check edges
for e in G.edges:
x, y = e
Gc = A.subgraph(emb[x]+emb[y])
if nx.number_connected_components(Gc) != 1:
print 'Invalid: edge %d %d is not covered\n' % (x,y)
return False
return True
Something like:
def verify_embedding(G_edges, A_edges, emb):
# verify that emb is valid embedding of graph G in graph A
# this function should have the same input/output format as embedding functions
# Here, emb is a list of lists and G/A are lists of edges.