def simulate_affiliation_dpe():
nrange = [400] #50*2**np.arange(3)
drange = np.arange(1,5)
embed = [Embed.dot_product_embed,
Embed.dot_product_embed_unscaled,
Embed.normalized_laplacian_embed,
Embed.normalized_laplacian_embed_scaled]
k = 2
p = .15
q = .1
for n in nrange:
G = rg.affiliation_model(n, k, p, q)
for d in drange:
print n*k,d,
for e in embed:
Embed.cluster_vertices_kmeans(G, e, d, k, 'kmeans')
print num_diffs_w_perms_graph(G, 'block', 'kmeans'),
print
plot.matshow(nx.adj_matrix(G))
plot.show()
def embedding_vs_dimension_performance():
n = 50
drange = np.arange(1,5)
embed = [Embed.dot_product_embed,
Embed.dot_product_embed_unscaled,
Embed.normalized_laplacian_embed,
Embed.normalized_laplacian_embed_scaled]
nmc = 10
k = 2
p = .5
q = .1
all_params = list(IterGrid({'d':drange, 'embed':embed}))
[param.update({'num_diff':np.zeros(nmc),'rand_idx':np.zeros(nmc)}) for param in all_params]
for mc in np.arange(nmc):
print mc
G = rg.affiliation_model(n, k, p, q)
truth = nx.get_node_attributes(G, 'block').values()
for param in all_params:
pred = Embed.cluster_vertices_kmeans(G, param['embed'], param['d'], 2)
param['num_diff'][mc] = num_diff_w_perms(truth, pred)
param['rand_idx'][mc] = metrics.adjusted_rand_score(truth, pred)
return all_params
def run_test(size):
vertices = [Vertex(n) for n in range(0, size)]
p = 0.5
for i in range(1, iterations):
connected_count = 0.0
for j in range(0, tries):
g = RandomGraph(vertices)
g.add_random_edges(p)
if g.is_connected():
connected_count = connected_count + 1.0
percent = connected_count / tries
print "p: %f, average connected = %f" % (p, percent)
offset = 1.0 / 2 ** (i + 1)
if percent > 0.5:
p = p - offset
else:
p = p + offset
def test_affiliation(self):
n=10
k=3
p=.15
q=.1
G=rg.affiliation_model(n, k, p, q)
assert_equal(G.number_of_nodes(),n*k)
assert_true(G.number_of_edges() <=(n*k)**2)
def test_affiliation(self):
n = 10
k = 3
p = .15
q = .1
G = rg.affiliation_model(n, k, p, q)
assert_equal(G.number_of_nodes(), n * k)
assert_true(G.number_of_edges() <= (n * k)**2)
def connect_vs_p(n, trials):
''' Plot average connectedness of graph w/ degree (n) over p = 0:100, (trials) times'''
connected = []
xs = [i / 100 for i in xrange(101)]
vs = [Vertex('v' + str(i)) for i in xrange(n)]
for i in xs:
print i
subconnected = []
for j in xrange(trials):
g = RandomGraph(vs)
g.add_random_edges(i)
if g.is_connected():
subconnected.append(1)
else:
subconnected.append(0)
connected.append(subconnected)
ys = [sum(sub) / trials for sub in connected]
return xs, ys
def connect_vs_p(n, trials):
''' Plot average connectedness of graph w/ degree (n) over p = 0:100, (trials) times'''
connected = []
xs = [i/100 for i in xrange(101)]
vs = [Vertex('v'+str(i)) for i in xrange(n)]
for i in xs:
print i
subconnected = []
for j in xrange(trials):
g = RandomGraph(vs)
g.add_random_edges(i)
if g.is_connected():
subconnected.append(1)
else:
subconnected.append(0)
connected.append(subconnected)
ys = [sum(sub)/trials for sub in connected]
return xs, ys
def test_SBM(self):
seed = np.random.randint(45)
# generate stochastic block model parameters
k = 3 # number of blocks
n_min = 2 # minimum number of vertices per block
n_max = np.random.randint(15) # maximum number of vertices per block
nvec = np.random.random_integers(n_min, n_max,
k) # number of vertices per block
n = nvec.sum() # number of vertices
B = np.random.uniform(
0, 1, (k, k)) # probabilities of connections between all blocks
G = rg.SBM(nvec, B)
assert_equal(G.number_of_nodes(), n)
assert_true(G.number_of_edges() <= n**2)
G = rg.SBM(nvec, B, seed=seed)
assert_equal(G.number_of_nodes(), n)
assert_true(G.number_of_edges() <= n**2)
def _do_mc(self):
G = self.rgg.generate_graph()
for eps in self.epsRange:
Gerr = rg.get_errorful_subgraph(G, int(self.errFunc(eps)), eps)
self.embed.embed(Gerr)
for d in self.dRange:
x = self.embed.get_scaled(d)
vnRes = vn.vn_metrics(x, self.observed, self.notObserved)
vnRes.run()
self.vnResults[(eps,d)].append(vnRes)
mclustRes = vn.mclust_performance(x,self.block)
mclustRes.run()
self.mclustResults[(eps,d)].append(mclustRes)
kmeansRes = vn.kmeans_performance(x, self.block, self.kRange)
kmeansRes.run()
self.kmeansResults[(eps,d)].append(kmeansRes)
randomDiGraph_HierholzerAlgo_File, randomGraphWithBarabasiAlbertModel_HierholzerAlgo_File, \
randomGraphWithWattsStrogatzModel_HierholzerAlgo_File, randomGraphWithBarabasiAlbertModel_FleuryAlgo_File, \
randomGraphWithWattsStrogatzModel_FleuryAlgo_File = openFile()
randomDiGraph_Param, randomGraphWithBarabasiAlbertModel_Param, randomGraphWithWattsStrogatzModel_Param = setParam(
)
###############################################################
for param in randomDiGraph_Param:
allTimes = 0
edges = 0
for _ in range(numberOfSamples):
filename = "stat/graph/diGraph_node{0}_sample{1}.txt".format(
param[0], _)
graph = RandomGraph.getRandomDiGraph(param[0], param[1])
networkx.write_adjlist(graph, filename)
edges += len(graph.edges)
start = time.time()
HierholzerAlgorithm.HierholzerAlgorithm(graph, True, 0)
end = time.time()
allTimes += end - start
randomDiGraph_HierholzerAlgo_File.write("{0:>7} {1:>20} {2:>50}\n".format(
param[0], edges / numberOfSamples, allTimes / numberOfSamples))
###############################################################
for param in randomGraphWithBarabasiAlbertModel_Param:
def test_DPE(self):
G = rg.ER(5, 0.1)
return G
import igraph, math, random
from Units import *
from graph_helpers import *
from chisel_module_helpers import *
from generate_chisel import *
from RandomGraph import *
if __name__ == "__main__":
rg = RandomGraph(L=0)
rg.build_graph(N=30, IN_W=100)
write_random_graph(rg)
# visulaize into graph
rg.add_visualization_features()
rg.save_graph_pdf()
# N = 3
# g = Graph(n=N,directed=True)
# # generate units
# g.vs[0]["unit"] = Unit(type=UnitType.COMPUTE)
# g.vs[1]["unit"] = Unit(type=UnitType.MEMORY)
# g.vs[2]["unit"] = Unit(type=UnitType.NETWORK)
# # connect units based on io
# # algorithm for this...?
# for i in range(N-1):
# g.add_edges([(i,i+1)])
# # r/w memory
# if (g.vs[i]["unit"].type == UnitType.MEMORY):
# g.add_edges([(i,i-1)])
def test_ErdosRenyi(self):
n = 10
G = rg.ER(n, 0.5)
assert_equal(G.number_of_nodes(), n)
assert_true(G.number_of_edges() <= misc.comb(n, 2, exact=1))