def vote(src,dest,intent):
path = []
confidence = 0
if(intent == 0): #Good Guy. Non Malicious
path = netshortestpath(src ,dest)
confidence = get_weight(path)
#path,confidence=BestBottleneckPath(src,dest)
return (path,confidence)
if(intent == 1): #Evil Guy. malicious
for paths in nx.all_simple_paths(graph_extern, src, dest):
temp= get_weight(paths)
if (temp>confidence):
confidence = temp
path = copy.deepcopy(paths)
#return shortest path weigth -1
return (path,(get_weight(netshortestpath(src, dest))-1))
if(intent == 2): #Good Guy. mis-configured
for paths in nx.all_simple_paths(graph_extern, src, dest):
temp= get_weight(paths)
if (temp>confidence):
confidence = temp
path = copy.deepcopy(paths)
break
#return shortest path weigth -1
return (path,confidence)
def test_all_simple_paths_multigraph():
G = nx.MultiGraph([(1, 2), (1, 2)])
paths = nx.all_simple_paths(G, 1, 1)
assert_equal(paths, [])
nx.add_path(G, [3, 1, 10, 2])
paths = nx.all_simple_paths(G, 1, 2)
assert_equal(set(tuple(p) for p in paths), {(1, 2), (1, 2), (1, 10, 2)})
def find_sg_multiple(G,inode_list,onode_list): #print 'Input node list:',inode_list #print 'Output node list:', onode_list #start = inode_list[0] oldreltypes = ['s','n','si','ni','sn','sni'] for stop in onode_list: reltypes = [] for start in inode_list: #print 'start is:', start, 'stop is:', stop roads = nx.all_simple_paths(G,start,stop) roads = list(roads) path_list = sorted(roads, lambda x,y: 1 if len(x)>len(y) else -1 if len(x)<len(y) else 0) if len(path_list)>1: if start==stop: route = path_list[1] else: route = path_list[0] else: continue prev_rel = 'sn' #print 'Looking at path',route for i in range(len(route)-1): etype = G[route[i]][route[i+1]]['edge_attr'] rel = path.add(prev_rel,etype) if rel == None: #print 'Path cannot be added at',route[i],'to',route[i+1] srel = sg_add(prev_rel,etype) regs = G.predecessors(route[i+1]) if len(regs)<=1: rel = None for regulator in regs: if regulator == route[i]: continue found = False for source in inode_list: if not nx.has_path(G,source,regulator): continue for p in nx.all_simple_paths(G,source,regulator): ptype = path.path_type(G,p) rtype = G[regulator][route[i+1]]['edge_attr'] if sg_add(ptype,rtype) == srel: found = True break if found: break if found: continue else: rel = None rel = srel prev_rel = rel reltypes.append(rel) #print 'for end point',stop,'stored relationships are:',reltypes oldreltypes = list(set(reltypes) & set(oldreltypes)) return oldreltypes
def test_all_simple_paths_on_non_trivial_graph():
''' you may need to draw this graph to make sure it is reasonable '''
G = nx.path_graph(5, create_using=nx.DiGraph())
G.add_edges_from([(0, 5), (1, 5), (1, 3), (5, 4), (4, 2), (4, 3)])
paths = nx.all_simple_paths(G, 1, [2, 3])
assert_equal(set(tuple(p) for p in paths), {
(1, 2), (1, 3, 4, 2), (1, 5, 4, 2), (1, 3), (1, 2, 3), (1, 5, 4, 3),
(1, 5, 4, 2, 3)})
paths = nx.all_simple_paths(G, 1, [2, 3], cutoff=3)
assert_equal(set(tuple(p) for p in paths), {
(1, 2), (1, 3, 4, 2), (1, 5, 4, 2), (1, 3), (1, 2, 3), (1, 5, 4, 3)})
paths = nx.all_simple_paths(G, 1, [2, 3], cutoff=2)
assert_equal(set(tuple(p) for p in paths), {(1, 2), (1, 3), (1, 2, 3)})
def get_routes(origin, destin, mode, days, hours, weights=WEIGHTS):
key = (origin, destin, mode, days, hours)
if key in ROUTES:
routes = ROUTES[key]
else:
start = time()
graph = get_graph(mode, hours)
ncity = NUMCITIES[days, hours]
print('INFO: Graph was built in {0:.3f}s'
.format(time() - start))
start = time()
routes = list(nx.all_simple_paths(graph, source=origin, target=destin,
cutoff=ncity))
if not routes:
while not routes and ncity < days:
print hours
if hours == 4:
hours = 7
graph = get_graph(mode, hours)
ncity = NUMCITIES[days, hours]
elif hours == 7:
hours = 10
graph = get_graph(mode, hours)
ncity = NUMCITIES[days, hours]
else:
ncity += 1
routes = list(nx.all_simple_paths(graph, source=origin, target=destin,
cutoff=ncity))
else:
roundway = origin == destin
# print 'MAX: ', days, hours, '->', max((len(r) - roundway for r in routes))
if hours > 4:
routes.extend(get_routes(origin, destin, mode, days, 4, weights)[0])
# print 'MAX: ', days, hours, '->', max((len(r) - roundway for r in routes))
elif hours > 7:
routes.extend(get_routes(origin, destin, mode, days, 7, weights)[0])
# print 'MAX: ', days, hours, '->', max((len(r) - roundway for r in routes))
print('INFO: {} routes were calculated in {:.3f}'
.format(len(routes), time() - start))
start = time()
routes = filter_routes(routes)
print('INFO: {} routes were selected in {:.3f}'
.format(len(routes), time() - start))
ROUTES[key] = routes
return routes, hours
def find_directed_paths(request, project_id=None):
""" Given a set of two or more skeleton IDs, find directed paths of connected neurons between them, for a maximum inner path length as given (i.e. origin and destination not counted). A directed path means that all edges are of the same kind, e.g. presynaptic_to. """
sources = set(int(v) for k,v in request.POST.iteritems() if k.startswith('skeleton_ids['))
if len(sources) < 2:
raise Exception('Need at least 2 skeleton IDs to find directed paths!')
path_length = int(request.POST.get('n_circles', 1))
cursor = connection.cursor()
mins, relations = _clean_mins(request, cursor, int(project_id))
presynaptic_to = relations['presynaptic_to']
graph = nx.DiGraph()
next_sources = sources
all_sources = sources
length = path_length
def rev_args(fn):
def f(arg1, arg2):
fn(arg2, arg1)
return f
# Create a graph by growing the sources
while length > 0 and next_sources:
length -= 1
next_circles = _next_circle(next_sources, cursor)
next_sources = set()
for skid1, c in next_circles.iteritems():
for relationID, targets in c.iteritems():
threshold = mins[relationID]
add_edge = graph.add_edge if relationID == presynaptic_to else rev_args(graph.add_edge)
for skid2, count in targets.iteritems():
if count < threshold:
continue
add_edge(skid1, skid2)
next_sources.add(skid2)
next_sources = next_sources - all_sources
all_sources = all_sources.union(next_sources)
# Find all directed paths between all pairs of inputs
unique = set()
for start, end in combinations(sources, 2):
for paths in [nx.all_simple_paths(graph, start, end, path_length + 1),
nx.all_simple_paths(graph, end, start, path_length + 1)]:
for path in paths:
for node in path:
unique.add(node)
skeleton_ids = tuple(unique - sources)
return HttpResponse(json.dumps([skeleton_ids, _neuronnames(skeleton_ids, project_id)]))
def unitigs(args):
"""
%prog unitigs best.edges
Reads Celera Assembler's "best.edges" and extract all unitigs.
"""
p = OptionParser(unitigs.__doc__)
p.add_option("--maxerr", default=2, type="int", help="Maximum error rate")
opts, args = p.parse_args(args)
if len(args) != 1:
sys.exit(not p.print_help())
bestedges, = args
G = read_graph(bestedges, maxerr=opts.maxerr, directed=True)
H = nx.Graph()
intconv = lambda x: int(x.split("-")[0])
for k, v in G.iteritems():
if k == G.get(v, None):
H.add_edge(intconv(k), intconv(v))
nunitigs = nreads = 0
for h in nx.connected_component_subgraphs(H, copy=False):
st = [x for x in h if h.degree(x) == 1]
if len(st) != 2:
continue
src, target = st
path = list(nx.all_simple_paths(h, src, target))
assert len(path) == 1
path, = path
print "|".join(str(x) for x in path)
nunitigs += 1
nreads += len(path)
logging.debug("A total of {0} unitigs built from {1} reads.".format(nunitigs, nreads))
def _singleSegment(self, nodes):
# disjoint line or a bent line at 45 degrees appearing as dichtonomous tree but an error due to
# improper binarization, so remove them and do not account for statistics
listOfPerms = list(itertools.combinations(nodes, 2))
if type(nodes[0]) == int:
modulus = [[start - end] for start, end in listOfPerms]
dists = [abs(i[0]) for i in modulus]
else:
dims = len(nodes[0])
modulus = [[start[dim] - end[dim] for dim in range(0, dims)] for start, end in listOfPerms]
dists = [sum(modulus[i][dim] * modulus[i][dim] for dim in range(0, dims)) for i in range(0, len(modulus))]
if len(list(nx.articulation_points(self._subGraphSkeleton))) == 1 and set(dists) != 1:
# each node is connected to one or two other nodes which are not a distance of 1 implies there is a
# one branch point with two end points in a single dichotomous tree"""
for sourceOnTree, item in listOfPerms:
if nx.has_path(self._subGraphSkeleton, sourceOnTree, item) and sourceOnTree != item:
simplePaths = list(nx.all_simple_paths(self._subGraphSkeleton, source=sourceOnTree, target=item))
simplePath = simplePaths[0]
countBranchNodesOnPath = sum([1 for point in simplePath if point in nodes])
if countBranchNodesOnPath == 2:
curveLength = self._getLengthAndRemoveTracedPath(simplePath)
self.isolatedEdgeInfoDict[sourceOnTree, item] = curveLength
else:
# each node is connected to one or two other nodes implies it is a line,
endPoints = [k for (k, v) in self._nodeDegreeDict.items() if v == 1]
sourceOnLine = endPoints[0]
targetOnLine = endPoints[1]
simplePath = nx.shortest_path(self._subGraphSkeleton, source=sourceOnLine, target=targetOnLine)
curveLength = self._getLengthAndRemoveTracedPath(simplePath)
self.isolatedEdgeInfoDict[sourceOnLine, targetOnLine] = curveLength
def linkpath_incidence(graph):
"""
get link-path incidence matrix
Parameters
----------
graph: graph object
Return value
------------
C: matrix of incidence link-path
"""
nnode, nlink = graph.numnodes, graph.numlinks
npair = len(graph.ODs.keys())
G = nx.DiGraph()
G.add_nodes_from(graph.nodes.keys())
G.add_edges_from([(key[0],key[1]) for key in graph.links.keys()])
indcol = -1
# C = np.ones((nlink, npair*nlink))
entries, I, J = [], [], []
for OD in graph.ODs.itervalues():
for nodes_on_path in nx.all_simple_paths(G, OD.o, OD.d):
graph.add_path_from_nodes(nodes_on_path)
indcol += 1
for u,v,route in graph.links.keys():
indrow = graph.indlinks[(u,v,route)]
for i in xrange(len(nodes_on_path)-1):
if np.array_equal([u,v], [nodes_on_path[i], nodes_on_path[i+1]]):
entries.append(1.0); I.append(indrow), J.append(indcol)
C = spmatrix(entries, I, J, (nlink,indcol+1))
return C
def test_shortest_simple_paths():
G = cnlti(nx.grid_2d_graph(4, 4), first_label=1, ordering="sorted")
paths = nx.shortest_simple_paths(G, 1, 12)
assert_equal(next(paths), [1, 2, 3, 4, 8, 12])
assert_equal(next(paths), [1, 5, 6, 7, 8, 12])
assert_equal([len(path) for path in nx.shortest_simple_paths(G, 1, 12)],
sorted([len(path) for path in nx.all_simple_paths(G, 1, 12)]))
def pathOD_incidence(graph, haspath=False):
"""
get path-OD incidence matrix
Parameters
----------
graph: graph object
haspath: if True, simple has already been set before
Return value
------------
C: matrix of incidence path-OD
"""
nnode, nlink = graph.numnodes, graph.numlinks
npair = len(graph.ODs.keys())
G = nx.DiGraph()
G.add_nodes_from(graph.nodes.keys())
G.add_edges_from([(key[0],key[1]) for key in graph.links.keys()])
if not haspath:
for OD in graph.ODs.itervalues():
for nodes_on_path in nx.all_simple_paths(G, OD.o, OD.d):
graph.add_path_from_nodes(nodes_on_path)
npath = len(graph.paths)
entries, I, J = [], [], []
for OD in graph.ODs.itervalues():
u = OD.o; v=OD.d
indcol = graph.indods[(u,v)]
for path in graph.paths.iterkeys():
if (u == path[0]) and (v == path[-1]):
indrow = graph.indpaths[path]
entries.append(1.0); I.append(indrow), J.append(indcol)
C = spmatrix(entries, I, J, (npath, npair))
return C
def write_dcbusspec2(G,buslist,genlist):
"""Writes specifications for dc bus unpowered conditions
Parameters
----------
G : networkX graph
buslist : list of all dc buses
genlist : list of all generators
"""
paths = []
temp = []
edges = []
D = copy.deepcopy(G)
gens2 = copy.deepcopy(gens)
for i in buslist:
f.write('guarantees += '"'"'&\\n\\t[](!((0=1)')
for j in genlist:
gens2.remove(j)
D.remove_nodes_from(gens2)
for path in nx.all_simple_paths(D,i,j):
paths.append(path)
f.write(' | (B' + str(i) + str(j) + str(len(paths)-1)+')')
paths = []
gens2 = copy.deepcopy(gens)
D = copy.deepcopy(G)
f.write(') -> (b'+str(i)+'=0))'"'"'\n')
def write_sat_dcbusprop2(G,buslist, genlist):
H = copy.deepcopy(G)
for i in buslist:
f.write('(assert (=> (not (or ')
for j in genlist:
gen_temp = copy.deepcopy(gens)
gen_temp.remove(j)
H.remove_nodes_from(gen_temp)
for path in nx.all_simple_paths(H,i,j):
f.write(' (and')
for k in range(1,len(path)):
if path[k] in gens:
f.write(' (= g'+str(path[k])+' true)')
elif path[k] in busac:
f.write(' (= b'+str(path[k])+' true)')
elif path[k] in null:
f.write(' (= b'+str(path[k])+' true)')
elif path[k] in rus:
f.write(' (= r'+str(path[k])+' true)')
for m in range(0,len(path)-1):
if path[m] in busdc and path[m+1] in rus:
pass
elif path[m] in rus and path[m+1] in busdc:
pass
elif path[m] < path[m+1]:
f.write(' (= c'+str(path[m])+str(path[m+1])+' true)')
elif path[m+1] < path[m]:
f.write(' (= c'+str(path[m+1])+str(path[m])+' true)')
f.write(')')
H = copy.deepcopy(G)
f.write(')) (= b'+str(i)+' false)))\n')
def _generate_path(self, topo, src_mac, dst_mac, src_port,
dst_port, src_dpid, dst_dpid):
"""Generate path method."""
net = nx.DiGraph(data=topo)
net.add_node(src_mac)
net.add_node(dst_mac)
net.add_edge(int(src_dpid), src_mac, {'port': int(src_port)})
net.add_edge(src_mac, int(src_dpid))
net.add_edge(int(dst_dpid), dst_mac, {'port': int(dst_port)})
net.add_edge(dst_mac, int(dst_dpid))
target_path = None
try:
path = nx.shortest_path(net, src_mac, dst_mac)
path2 = nx.shortest_path(net, src_mac, dst_mac)
path2.pop()
path2.pop(0)
list_load = check_switch_load(path2, data_collection.switch_stat, constant.load_limitation)
if len(list_load) > 0:
# print 'lui', list_load
all_paths = nx.all_simple_paths(net, src_mac, dst_mac)
path_list = list(all_paths)
target_path_index, target_path_cost = calculate_least_cost_path(path_list, data_collection.switch_stat, net)
target_path = path_list[target_path_index]
else:
target_path = path
print 'tarrr', target_path
except Exception:
target_path = None
return target_path
def dcbusspec(G,busno,gen):
"""Creates specifications for when DC bus gets powered
Parameters
----------
G : networkX graph
busno : node
dc bus
gen : node
generator
"""
paths = []
C = []
temp = []
edges = []
D = copy.deepcopy(G)
gens2 = copy.deepcopy(gens)
gens2.remove(gen)
D.remove_nodes_from(gens2)
for path in nx.all_simple_paths(D,busno,gen,cutoff=None):
paths.append(path)
for j in range(0,len(paths)):
f.write('guarantees += '"'"'&\\n\\t[]((B'+str(busno)+str(gen)+str(j)+') -> (b'+str(busno)+'=1))'"'"'\n')
def get_maximal_path_length(self):
"""
Get the maximal path length from all simple paths that traverses the projection graph from
one leave node to another.
.. note::
This measure is sensitive to the resolution of a projection
the same way the length of a coastline is sensitive to the resoltuion.
.. warning::
Whether this code will stay in the library or not depends
on future evaluation of the usefulness of this and similar descriptors.
"""
import networkx as nx
maxl = 0
for i, node1 in enumerate(self.proj_graph.nodes()):
for j, node2 in enumerate(self.proj_graph.nodes()):
if j <= i:
continue
all_paths = nx.all_simple_paths(self.proj_graph, node1, node2)
for path in all_paths:
l = self._get_path_length(path)
if l > maxl:
maxl = l
return maxl
def GetLocalBridge(g, topic, windowsize, date):
'''
通过遍历边，对是否为捷径进行判断，将跨度最大的前10名存放在数据库中
'''
localbridge = []
edges_list = g.edges()
for (a,b) in edges_list:
a_n = set(g.neighbors(a))
b_n = set(g.neighbors(b))
l_a_n = len(a_n)
l_b_n = len(b_n)
l_ab_n = len(a_n & b_n)
if (l_a_n!=1)&(l_b_n!=1)&(l_ab_n==0):
paths_list = nx.all_simple_paths(g, source=a, target=b)
span_ab = 0
len_path = 0
for path in paths_list:
len_path += 1
if len(path) > span_ab:
span_ab = len(path)
if len_path == 1:
span_ab = 10000 # 当去除了仅有的那条边之后没有其他路径能够连接ab，则使跨度为10000
localbridge.append((a, b, span_ab, l_a_n, l_b_n))
SaveLocalBridge(topic, date, windowsize, localbridge) # 存放localbridge数组
def genPaths(self):
"""
Generates our list of possible paths between two nodes in the network.
This routine takes advantage of the all_simple_paths feature of networkx.
I attempted to use the Floyd Warshall algorithm to reconstruct the paths,
but was unsucessful. Luckily, open source scientific software that solves
the problem at hand exists
"""
# check whether the user has network x
try:
import networkx as nx
# tell them how to get it if they don't have it
except:
tkMessageBox.showerror('Missing Package','In order to use this feature you must install NetworkX from http://networkx.lanl.gov\nUse \'sudo easy_install networkx\' to install the package')
# make G our graph
G = nx.Graph()
# add our edges to the graph
G.add_edges_from(self.edges)
# generate our paths using all_simple_paths
# http://networkx.lanl.gov/reference/generated/networkx.algorithms.simple_paths.all_simple_paths.html
paths = nx.all_simple_paths(G, source=int(self.vEntry1.get()), target=int(self.vEntry2.get()), cutoff=self.n)
# bring it back to list format so it can be used
self.paths = list(paths)
def find_same_level_regions(region):
# Load graph
graph = load_graph()
if not graph:
logger.error("Can't trace multiple regions: Region call graph not available.\n\
Run cere profile.\n\
Tracing region {0}".format(region))
return
# Find region node id
region_node = get_region_id(region, graph)
#Find roots
roots = [n for n,d in graph.in_degree().items() if d==0]
#Compute for every nodes, the max distance from himself to each root
max_path_len = {}
for root in roots:
for n, d in graph.nodes(data=True):
if n not in max_path_len: max_path_len[n]=0
#Get every paths from the current root to the node
paths = list(nx.all_simple_paths(graph, root, n))
#Keep the max length path
for path in paths:
if len(path)-1 > max_path_len[n]:
max_path_len[n] = len(path)-1
#Keep region which have the same depth than the requested region
for n, p in max_path_len.iteritems():
if p == max_path_len[region_node]:
yield graph.node[n]['_name']
def find_simple_path(self, nodes):
if len(nodes) <= 1:
return []
elif len(nodes) == 2:
if len([1 for n in nodes if self._degree(n) == 1]) == 2:
return sorted(list(nodes))
else:
return []
# if this set of nodes has a single path through it,
# there should be no nodes of degree 3 or more. We want
# to know the start and end points, which are the nodes
# of degree 1
degree_one_nodes = set()
for node in nodes:
degree = self._degree(node)
if degree > 2:
return []
elif degree == 1:
degree_one_nodes.add(node)
assert len(degree_one_nodes) == 2
node1, node2 = list(degree_one_nodes)
path = list(networkx.all_simple_paths(self.graph, node1, node2))
assert len(path) == 1
if self.simple_path_is_consistent(path[0]):
# not really necessary, but makes unit testing easier
if path[0][0] < path[0][-1]:
return path[0]
else:
return path[0][::-1]
else:
return []
def CFEC(s,t,mip):
R = nx.all_simple_paths(mip, s, t, cutoff=8)
proximity = 0.0
for r in R:
PathWeight = mip.degree(r[0])*(PathProb(r,mip)) #check whether the degree makes a difference, or is it the same for all paths??
proximity = proximity + PathWeight
return proximity
def do_all_paths(self,args):
"Display all paths between two nodes"
arglist = args.split(" ")
if arglist[0] and arglist[1]:
#Grab the args
node1=arglist[0].upper()
node2=arglist[1].upper()
else:
print "[-] Error: Args Needed"
#ensure they exist
if G.has_node(node1) and G.has_node(node2):
if (nx.has_path(G,node1,node2)):
print "[*] All Paths from %s to %s" %(node1,node2)
#Get the shortest paths
paths = nx.all_simple_paths(G, node1, node2)
#Print all paths in pretty format
for p in paths:
outputpath = "[*] "
for n in p:
outputpath+=n+" -> "
print outputpath[:-4]
else:
print "[-] No path exist :("
else:
print "[-] Node %s or %s does not exist :(" % (node1, node2)
def number_of_lp_lattice():
for D in [2]:
myfile = open(str(D)+'number_lp_lattice', 'w')
myfile.write('N_side' + '\t' + 'N'+ '\t'+ 'lp length' + '\t'+ 'no. lp'+ '\n')
start_time = time.time()
for N_side in range(10,16,1):
N = N_side**2
# model = models.COd(2, N)
model = models.square_lattice_model(D, N_side)
DAG = model[0]
extremes = model[1]
tr_DAG = tr.trans_red(DAG)
lp = dl.lpd(tr_DAG, extremes[1], extremes[0])
length_lp = lp[2]
j=0
paths_list = list(nx.all_simple_paths(tr_DAG, extremes[1], extremes[0], cutoff=length_lp+1))
for i in range(len(paths_list)):
if len(paths_list[i])==length_lp+1:
j+=1
myfile.write(str(N_side) + '\t' + str(N) +'\t' + str(length_lp)+ '\t' + str(j) + '\n')
print 'done', N_side
elapsed = time.time() - start_time
print 'finished.',D,'Dimension. Time elapsed = ',elapsed
return
def get_long_walk_score(node1, node2, graph):
edge_removed = False
if graph.has_edge(node1, node2):
edge_removed = True
edge_data = graph[node1][node2]
graph.remove_edge(node1, node2)
all_simple_paths = nx.all_simple_paths(graph, source=node1, target=node2, cutoff=PATH_LENGTH_CUTOFF)
output = 0
num_paths = 0
for path in all_simple_paths:
path_score = 1
for loc1,loc2 in zip(*(path[i:] for i in [0,1])): # for every connected pair
dat = graph[loc1][loc2]
num_lines = dat["first_user_num_lines"]+dat["second_user_num_lines"]
path_score *= (1 - 1/float(num_lines+1) )
output = max(output,path_score)
num_paths += 1
if edge_removed:
graph.add_edge(node1, node2, attr_dict=edge_data)
return output
def get_ontology_paths(basic_ontology, from_type, to_obj):
"""
type-to-type ontology path
:param ontology:
:param from_type:
:param to_obj:
:return:
"""
assert from_type.name in basic_ontology.types
assert to_obj.type.name in basic_ontology.types
graph = basic_ontology.ontology_graph.copy()
assert isinstance(graph, nx.DiGraph)
for function in basic_ontology.functions.values():
if function.valence > 1:
graph.remove_node(function.id)
"""
if from_type is to_obj:
paths = [cycle for cycle in nx.simple_cycles(basic_ontology.ontology_graph) if from_type.id in cycle]
"""
if not nx.has_path(graph, from_type.id, to_obj.type.id):
paths = []
elif from_type == to_obj.type:
paths = [[from_type.id]]
else:
paths = list(nx.all_simple_paths(graph, from_type.id, to_obj.type.id))
path_dict = {key: OntologyPath(basic_ontology, [basic_ontology.get_by_id(id_) for id_ in path] + [to_obj], key)
for key, path in enumerate(paths)}
return path_dict
def slice_graph(graph, node, frontier, include_frontier=False):
"""
Generate a slice of the graph from the head node to the given frontier.
:param networkx.DiGraph graph: The graph to work on.
:param node: The starting node in the graph.
:param frontier: A list of frontier nodes.
:param bool include_frontier: Whether the frontier nodes are included in the slice or not.
:return: A subgraph.
:rtype: networkx.DiGraph
"""
subgraph = networkx.DiGraph()
for frontier_node in frontier:
for simple_path in networkx.all_simple_paths(graph, node, frontier_node):
for src, dst in zip(simple_path, simple_path[1:]):
if include_frontier or (src not in frontier and dst not in frontier):
subgraph.add_edge(src, dst)
if not list(subgraph.nodes):
# HACK: FIXME: for infinite loop nodes, this would return an empty set, so we include the loop body itself
# Make sure this makes sense (EDG thinks it does)
if (node, node) in graph.edges:
subgraph.add_edge(node, node)
return subgraph
def least_overlapping_backup_path(G):
for n, nattr in G.nodes(data=True):
pp = nattr['primary_paths']
bp = nattr['backup_paths']
bnh = nattr['backup_next_hop']
print "\nCalculating Node = %d" % n
for m, mattr in G.nodes(data=True):
if m == n:
pp.append([])
bp.append([])
bnh[m] = None
else:
ppx = nx.shortest_path(G, source=n, target=m)
pp.append(ppx)
pm = nx.all_simple_paths(G, source=n, target=m)
# random.shuffle(pm)
bp.append(get_single_backup(ppx, pm))
bnh[m] = (bp[m][1])
sys.stdout.write('.')
# print "Path Matrix of %d to %d = %s" % (n, m, pm)
# print "Primary_path of %d to %d = %s" % (n, m, pp[m])
# print "Backup_path of %d to %d = %s" % (n, m, bp[m])
# print "Backup_next_hop of %d to %d = %.0f" % (n, m, bnh[m])
nattr['primary_paths'] = pp
nattr['backup_paths'] = bp
nattr['backup_next_hop'] = bnh
def get_all_simple_path(self, source, dest):
"""Get all simple path from a point to an other.
Return
------
Return a networkX list of path
"""
source_node = None
dest_node = None
if source:
for i in self.subnet_list:
if Ip.ListContains([i], source):
source_node = i
break
if dest:
for i in self.subnet_list:
if Ip.ListContains([i], dest):
dest_node = i
break
if not source or not dest:
for node in self.graph.nodes(data=True):
if node[1]['object'].marker_type == 'from':
source_node = node[0]
if node[1]['object'].marker_type == 'to':
dest_node = node[0]
if not source_node or not self.multidigraph.has_node(source_node)\
or not dest_node or not self.multidigraph.has_node(dest_node):
raise
return nx.all_simple_paths(self.multidigraph, source_node, dest_node)
def get_assemblie(G,read_db):
contigs={}
if len(G.nodes())>1:
starting_nodes=[n for n in G.nodes() if G.in_degree(n)==0]
ending_nodes=[n for n in G.nodes() if G.out_degree(n)==0]
paths=[]
for start_node in starting_nodes:
for end_node in ending_nodes:
two_nodes_paths=nx.all_simple_paths(G,start_node,end_node)
for path in two_nodes_paths:
print path
contig_key='contig_'+':'.join(path)
contigs[contig_key]=read_db[path[0]]
for idx in range(1,len(path)):
prev,current=path[idx-1],path[idx]
seq=read_db[current]
#pdb.set_trace()
overlap=int(G[prev][current]["label"])
contigs[contig_key]+=seq[overlap:]
#contigs.append(contig)
else:
contig_key='contig_'+G.nodes()[0]
contigs[contig_key]=read_db[G.nodes()[0]]
return contigs
def _prune_states(K, graph, source, sink):
"""
Removes cycles and redundant nodes (that are not reachable from source)
from the subgraph of graph defined by the nodes in K.
"""
# Create a subgraph with the nodes now in K
# Find and remove cycles by deleting the edge between
# the second to last node and the last node of the cycle,
# thus keeping nodes that may be important
# to the trust calculation.
subgraph = graph.subgraph(K)
cycles = nx.simple_cycles(subgraph)
if cycles:
for cycle in cycles:
subgraph.remove_edges_from([(cycle[-2], cycle[-1])])
# Get all paths from source to sink without cycles and redundant nodes
simple_paths = list(nx.all_simple_paths(G=graph, source=source, target=sink))
relevant_nodes = set(chain.from_iterable(simple_paths))
# Remove nodes no longer used (not in simple_paths)
for n in K:
if n not in relevant_nodes:
subgraph.remove_node(n)
return subgraph
digraph.remove_edge('origin', 'clk')
if search:
index = search.group(1)
digraph.remove_edge('d' + str(index), 'q' + str(index))
d.append('d' + str(index))
q.append('q' + str(index))
file = open("Timing_Paths_SD1.txt", "w")
file1 = open("CriticalPath_SD8.txt", "w")
file1.write("Longest Path: " + str(path) + "\n\n")
file1.write("Delay: " + str(distance))
file.write("\nInput to Output Paths: \n ")
for path in nx.all_simple_paths(digraph,
source='origin',
target='endpoint'):
#print(path)
out = str(path).replace(",", "->")
out = out.replace("[", "")
out = out.replace("]", "")
out = out.replace("'", " ")
file.write("\n" + out + "\n")
if not nx.all_simple_paths(digraph, source='origin', target='endpoint'):
file.write("NONE \n")
file.write("\nReg to Output Paths: \n")
for i in q:
for path in nx.all_simple_paths(digraph, source=i, target='endpoint'):
out = str(path).replace(",", "->")
ff = open(f,'wr+')
ffr = open(rf,'wr+')
edgeNum = 1000000
edgeCount = 0
Grev = G.reverse()
elist = G.edges() #find those edges
G_int = nx.convert_node_labels_to_integers(G,label_attribute='old_name') #transfer node names to numbers
intnlist = G_int.nodes()
for e in elist:
Gmini=nx.DiGraph() #initiate a mini subgraph
#Now begin to calculate paths from src to dst
path = nx.all_simple_paths(G, source=e[0], target=e[1], cutoff = MaxHop) #filter out all paths from src to dst with in MaxHop
levels = nx.get_edge_attributes(G, 'level')
for p in path:
ff.write("{0}\n".format(p))
for i in range(0,len(p)-1):
ff.write("{0},{1}\n".format(p[i],p[i+1]))
#Use the paths obtained above to form a sub graph
Gmini.add_edge(p[i],p[i+1],level=levels[(p[0], p[1])],color='red')
if Gmini:
Nnum = Gmini.number_of_nodes()
Enum = Gmini.number_of_edges()
GminiR = Gmini.reverse()
#transfer edge attributes of 1 hop ground truth to opinion
def count_paths(G, edges):
num_paths = 0
for v1, v2 in edges:
for _ in nx.all_simple_paths(G, v1, v2):
num_paths += 1
return num_paths
def get_all_paths_to(self, target_node):
linear_paths = []
for unlabeled_path in nx.all_simple_paths(self.atoms, self.start_node,
target_node):
self.add_previously_unseen_plans(linear_paths, unlabeled_path)
return linear_paths
import function as fn
import csv
import sys
#Initialize g to graph and read from csv and lists that will hold paths
g = nx.Graph()
all_paths = []
s = []
the_graph = sys.argv[1]
g = fn.input_csv(g, the_graph)
#Ask for user inputs
A = int(input("Enter A: "))
B = int(input("Enter B: "))
C = float(input("Enter C: "))
D = int(input("Enter D: "))
Color = input("Enter Color: ")
#Iterate through all paths between A to B in g and store into a list
for path in nx.all_simple_paths(g, A, B):
all_paths.append(path)
#Iterate through all valid paths attained and find those that satisfy predicates
for i in all_paths:
if(fn.is_path(i,A,B) and fn.total_weight(i,C,g) and fn.color(i,Color,D,g)):
s.append(i)
fn.output_csv(s)
def compute_path_dsjctn(network, equipment, pathreqlist, disjunctions_list):
# pathreqlist is a list of Path_request objects
# disjunctions_list a list of Disjunction objects
# given a network, a list of requests with the set of disjunction features between
# request, the function computes the set of path satisfying : first the disjunction
# constraint and second the routing constraint if the request include an explicit
# set of elements to pass through.
# the algorithm used allows to specify disjunction for demands not sharing source or
# destination.
# a request might be declared as disjoint from several requests
# it is a iterative process:
# first computes a list of all shortest path (this may add computation time)
# second elaborate the set of path solution for each synchronization vector
# third select only the candidates that satisfy all synchronization vectors they belong to
# fourth apply route constraints : remove candidate path that do not satisfy the constraint
# fifth select the first candidate among the set of candidates.
# the example network used in comments has been added to the set of data tests files
# define the list to be returned
path_res_list = []
# all disjctn must be computed at once together to avoid blocking
# 1 1
# eg a----b-----c
# |1 |0.5 |1
# e----f--h--g
# 1 0.5 0.5
# if I have to compute a to g and a to h
# I must not compute a-b-f-h-g, otherwise there is no disjoint path remaining for a to h
# instead I should list all most disjoint path and select the one that have the less
# number of commonalities
# \ path abfh aefh abcgh
# \___cost 2 2.5 3.5
# path| cost
# abfhg| 2.5 x x x
# abcg | 3 x x
# aefhg| 3 x x x
# from this table abcg and aefh have no common links and should be preferred
# even they are not the shortest paths
# build the list of pathreqlist elements not concerned by disjunction
global_disjunctions_list = [e for d in disjunctions_list for e in d.disjunctions_req ]
pathreqlist_simple = [e for e in pathreqlist if e.request_id not in global_disjunctions_list]
pathreqlist_disjt = [e for e in pathreqlist if e.request_id in global_disjunctions_list]
# use a mirror class to record path and the corresponding requests
class Pth:
def __init__(self, req, pth, simplepth):
self.req = req
self.pth = pth
self.simplepth = simplepth
# step 1
# for each remaining request compute a set of simple path
allpaths = {}
rqs = {}
simple_rqs = {}
simple_rqs_reversed = {}
for pathreq in pathreqlist_disjt :
all_simp_pths = list(all_simple_paths(network,\
source=next(el for el in network.nodes() if el.uid == pathreq.source),\
target=next(el for el in network.nodes() if el.uid == pathreq.destination),\
cutoff=80))
# sort them in km length instead of hop
# all_simp_pths = sorted(all_simp_pths, key=lambda path: len(path))
all_simp_pths = sorted(all_simp_pths, key=lambda \
x: sum(network.get_edge_data(x[i],x[i+1])['weight'] for i in range(len(x)-2)))
# reversed direction paths required to check disjunction on both direction
all_simp_pths_reversed = []
for pth in all_simp_pths:
all_simp_pths_reversed.append(find_reversed_path(pth,network))
rqs[pathreq.request_id] = all_simp_pths
temp =[]
for p in all_simp_pths :
# build a short list representing each roadm+direction with the first item
# start enumeration at 1 to avoid Trx in the list
s = [e.uid for i,e in enumerate(p[1:-1]) \
if (isinstance(e,Roadm) | (isinstance(p[i],Roadm) ))]
temp.append(s)
# id(s) is unique even if path is the same: two objects with same
# path have two different ids
allpaths[id(s)] = Pth(pathreq,p,s)
simple_rqs[pathreq.request_id] = temp
temp =[]
for p in all_simp_pths_reversed :
# build a short list representing each roadm+direction with the first item
# start enumeration at 1 to avoid Trx in the list
temp.append([e.uid for i,e in enumerate(p[1:-1]) \
if (isinstance(e,Roadm) | (isinstance(p[i],Roadm) ))] )
simple_rqs_reversed[pathreq.request_id] = temp
# step 2
# for each set of requests that need to be disjoint
# select the disjoint path combination
candidates = {}
for d in disjunctions_list :
dlist = d.disjunctions_req.copy()
# each line of dpath is one combination of path that satisfies disjunction
dpath = []
for i,p in enumerate(simple_rqs[dlist[0]]):
dpath.append([p])
# allpaths[id(p)].d_id = d.disjunction_id
# in each loop, dpath is updated with a path for rq that satisfies
# disjunction with each path in dpath
# for example, assume set of requests in the vector (disjunction_list) is {rq1,rq2, rq3}
# rq1 p1: abfhg
# p2: aefhg
# p3: abcg
# rq2 p8: bf
# rq3 p4: abcgh
# p6: aefh
# p7: abfh
# initiate with rq1
# dpath = [[p1]
# [p2]
# [p3]]
# after first loop:
# dpath = [[p1 p8]
# [p3 p8]]
# since p2 and p8 are not disjoint
# after second loop:
# dpath = [ p3 p8 p6 ]
# since p1 and p4 are not disjoint
# p1 and p7 are not disjoint
# p3 and p4 are not disjoint
# p3 and p7 are not disjoint
for e1 in dlist[1:] :
temp = []
for j,p1 in enumerate(simple_rqs[e1]):
# allpaths[id(p1)].d_id = d.disjunction_id
# can use index j in simple_rqs_reversed because index
# of direct and reversed paths have been kept identical
p1_reversed = simple_rqs_reversed[e1][j]
# print(p1_reversed)
# print('\n\n')
for k,c in enumerate(dpath) :
# print(f' c: \t{c}')
temp2 = c.copy()
all_disjoint = 0
for p in c :
all_disjoint += isdisjoint(p1,p)+ isdisjoint(p1_reversed,p)
if all_disjoint ==0:
temp2.append(p1)
temp.append(temp2)
# print(f' coucou {e1}: \t{temp}')
dpath = temp
# print(dpath)
candidates[d.disjunction_id] = dpath
# for i in disjunctions_list :
# print(f'\n{candidates[i.disjunction_id]}')
# step 3
# now for each request, select the path that satisfies all disjunctions
# path must be in candidates[id] for all concerned ids
# for example, assume set of sync vectors (disjunction groups) is
# s1 = {rq1 rq2} s2 = {rq1 rq3}
# candidate[s1] = [[p1 p8]
# [p3 p8]]
# candidate[s2] = [[p3 p6]]
# for rq1 p3 should be preferred
for pathreq in pathreqlist_disjt:
concerned_d_id = [d.disjunction_id for d in disjunctions_list if pathreq.request_id in d.disjunctions_req]
# for each set of solution, verify that the same path is used for the same request
candidate_paths = simple_rqs[pathreq.request_id]
# print('coucou')
# print(pathreq.request_id)
for p in candidate_paths :
iscandidate = 0
for sol in concerned_d_id :
test = 1
# for each solution test if p is part of the solution
# if yes, then p can remain a candidate
for i,m in enumerate(candidates[sol]) :
if p in m:
if allpaths[id(m[m.index(p)])].req.request_id == pathreq.request_id :
test = 0
break
iscandidate += test
if iscandidate != 0:
for l in concerned_d_id :
for m in candidates[l] :
if p in m :
candidates[l].remove(m)
# for i in disjunctions_list :
# print(i.disjunction_id)
# print(f'\n{candidates[i.disjunction_id]}')
# step 4 apply route constraints : remove candidate path that do not satisfy the constraint
# only in the case of disjounction: the simple path is processed in request.compute_constrained_path
# TODO : keep a version without the loose constraint
for d in disjunctions_list :
temp = []
for j,sol in enumerate(candidates[d.disjunction_id]) :
testispartok = True
for i,p in enumerate(sol) :
# print(f'test {allpaths[id(p)].req.request_id}')
# print(f'length of route {len(allpaths[id(p)].req.nodes_list)}')
if allpaths[id(p)].req.nodes_list :
# if p does not containt the ordered list node, remove sol from the candidate
# except if this was the last solution: then check if the constraint is loose or not
if not ispart(allpaths[id(p)].req.nodes_list, p) :
# print(f'nb of solutions {len(temp)}')
if j < len(candidates[d.disjunction_id])-1 :
msg = f'removing {sol}'
logger.info(msg)
testispartok = False
#break
else:
if 'loose' in allpaths[id(p)].req.loose_list:
logger.info(f'Could not apply route constraint'+
f'{allpaths[id(p)].req.nodes_list} on request {allpaths[id(p)].req.request_id}')
else :
logger.info(f'removing last solution from candidate paths\n{sol}')
testispartok = False
if testispartok :
temp.append(sol)
candidates[d.disjunction_id] = temp
# step 5 select the first combination that works
pathreslist_disjoint = {}
for d in disjunctions_list :
test_sol = True
while test_sol:
# print('coucou')
if candidates[d.disjunction_id] :
for p in candidates[d.disjunction_id][0]:
if allpaths[id(p)].req in pathreqlist_disjt:
# print(f'selected path :{p} for req {allpaths[id(p)].req.request_id}')
pathreslist_disjoint[allpaths[id(p)].req] = allpaths[id(p)].pth
pathreqlist_disjt.remove(allpaths[id(p)].req)
candidates = remove_candidate(candidates, allpaths, allpaths[id(p)].req, p)
test_sol = False
else:
msg = f'No disjoint path found with added constraint'
logger.critical(msg)
print(f'{msg}\nComputation stopped.')
# TODO in this case: replay step 5 with the candidate without constraints
exit()
# for i in disjunctions_list :
# print(i.disjunction_id)
# print(f'\n{candidates[i.disjunction_id]}')
# list the results in the same order as initial pathreqlist
for req in pathreqlist :
req.nodes_list.append(req.destination)
# we assume that the destination is a strict constraint
req.loose_list.append('strict')
if req in pathreqlist_simple:
path_res_list.append(compute_constrained_path(network, req))
else:
path_res_list.append(pathreslist_disjoint[req])
return path_res_list
def compute_constrained_path(network, req):
trx = [n for n in network.nodes() if isinstance(n, Transceiver)]
roadm = [n for n in network.nodes() if isinstance(n, Roadm)]
edfa = [n for n in network.nodes() if isinstance(n, Edfa)]
anytypenode = [n for n in network.nodes()]
source = next(el for el in trx if el.uid == req.source)
# This method ensures that the constraint can be satisfied without loops
# except when it is not possible : eg if constraints makes a loop
# It requires that the source, dest and nodes are correct (no error in the names)
destination = next(el for el in trx if el.uid == req.destination)
nodes_list = []
for n in req.nodes_list :
# for debug excel print(n)
nodes_list.append(next(el for el in anytypenode if el.uid == n))
# nodes_list contains at least the destination
if nodes_list is None :
msg = f'Request {req.request_id} problem in the constitution of nodes_list: should at least include destination'
logger.critical(msg)
exit()
if req.nodes_list[-1] != req.destination:
msg = f'Request {req.request_id} malformed list of nodes: last node should be destination trx'
logger.critical(msg)
exit()
if len(nodes_list) == 1 :
try :
total_path = dijkstra_path(network, source, destination, weight = 'weight')
# print('checking edges length is correct')
# print(shortest_path_length(network,source,destination))
# print(shortest_path_length(network,source,destination,weight ='weight'))
# s = total_path[0]
# for e in total_path[1:]:
# print(s.uid)
# print(network.get_edge_data(s,e))
# s = e
except NetworkXNoPath:
msg = f'\x1b[1;33;40m'+f'Request {req.request_id} could not find a path from {source.uid} to node : {destination.uid} in network topology'+ '\x1b[0m'
logger.critical(msg)
print(msg)
total_path = []
else :
all_simp_pths = list(all_simple_paths(network,source=source,\
target=destination, cutoff=120))
candidate = []
for p in all_simp_pths :
if ispart(nodes_list, p) :
# print(f'selection{[el.uid for el in p if el in roadm]}')
candidate.append(p)
# select the shortest path (in nb of hops) -> changed to shortest path in km length
if len(candidate)>0 :
# candidate.sort(key=lambda x: len(x))
candidate.sort(key=lambda x: sum(network.get_edge_data(x[i],x[i+1])['weight'] for i in range(len(x)-2)))
total_path = candidate[0]
else:
if req.loose_list[req.nodes_list.index(n)] == 'loose':
print(f'\x1b[1;33;40m'+f'Request {req.request_id} could not find a path crossing {nodes_list} in network topology'+ '\x1b[0m')
print(f'constraint ignored')
total_path = dijkstra_path(network, source, destination, weight = 'weight')
else:
msg = f'\x1b[1;33;40m'+f'Request {req.request_id} could not find a path crossing {nodes_list}.\nNo path computed'+ '\x1b[0m'
logger.critical(msg)
print(msg)
total_path = []
# obsolete method: this does not guaranty to avoid loops or correct results
# Here is the demonstration :
# 1 1
# eg a----b-----c
# |1 |0.5 |1
# e----f--h--g
# 1 0.5 0.5
# if I have to compute a to g with constraint f-c
# result will be a concatenation of: a-b-f and f-b-c and c-g
# which means a loop.
# if to avoid loops I iteratively suppress edges of the segmenst in the topo
# segment 1 = a-b-f
# 1
# eg a b-----c
# |1 |1
# e----f--h--g
# 1 0.5 0.5
# then
# segment 2 = f-h-g-c
# 1
# eg a b-----c
# |1
# e----f h g
# 1
# then there is no more path to g destination
#
#
# total_path = [source]
# for n in req.nodes_list:
# try :
# node = next(el for el in trx if el.uid == n)
# except StopIteration:
# try:
# node = next(el for el in anytypenode if el.uid == n)
# except StopIteration:
# try:
# # TODO this test is not giving good results: full name of the
# # amp is required to avoid ambiguity on the direction
# node = next(el for el in anytypenode
# if n in el.uid)
# except StopIteration:
# msg = f'could not find node : {n} in network topology: \
# not a trx, roadm, edfa, fiber or fused element'
# logger.critical(msg)
# raise ValueError(msg)
# # extend path list without repeating source -> skip first element in the list
# try:
# # to avoid looping back: use an alternate graph were current path edges and vertex are suppressed
# total_path.extend(dijkstra_path(network, source, node)[1:])
# source = node
# except NetworkXNoPath:
# if req.loose_list[req.nodes_list.index(n)] == 'loose':
# print(f'could not find a path from {source.uid} to loose node : {n} in network topology')
# print(f'node {n} is skipped')
# else:
# msg = f'could not find a path from {source.uid} to node : {n} in network topology'
# logger.critical(msg)
# print(msg)
# total_path = []
return total_path
## print "ERROR"
#guess my algorithm actually starts here, sorry about that
#Part of the list this generates isn't quite correct, I'll try working on it some more if I have time
#Should be something like:
node_list = ['Fly', 'E', 'D', 'O', 'F', 'C', 'P', 'N', 'Q', 'M',
'T', 'R', 'L', 'K', 'S', 'B', 'G', 'H', 'A', 'J', 'Spider']
node_count = np.zeros(len(node_list))#number of paths from 'Fly' to itself should be 0
for i in range(1, len(node_list)):
if G.has_edge(node_list[i], node_list[0]):#if has edge to goal, increment number of paths for that node
node_count[i] += 1
#Check to see if has edge from any or the nodes that we've already solved for number of paths to the goal
for j in range(i, 0, -1):
#If there is an edge, then the number of paths from that node is equal to itself plus the number of paths it has an edge with
if G.has_edge(node_list[i], node_list[j]):
node_count[i] += node_count[j]
print node_list
print node_count
print 'Total number of paths from Spider to Fly: ', int(node_count[i]), ' paths'
###############################################################################
#Answer I should get
paths = nx.all_simple_paths(G, source='Spider', target='Fly', cutoff=21)
#print len(list(paths))
if (int(node_count[i]) == len(list(paths))):
print 'Correct!'
G.add_node(5, entrance=True)
G.add_node(7, entrance=True)
print('''
[1--2--3
| |
6--4--5]
|
7]
''')
# add path attributes
entrances = {v for v in nx.get_node_attributes(G, 'entrance')}
start_and_goals = itertools.combinations(entrances, 2)
for src, tgt in start_and_goals:
for p in nx.all_simple_paths(G, src, tgt):
G.add_path(p)
# b(i,j,k)= \begin{cases}
# 1 & ( v_i , v_j ) \in p_k \\
# 0 & otherwise
# \end{cases}
def ispartof(edge: tuple, path: mynx.Graph.Path) -> bool:
for i, j in zip(path.data[::1], path.data[1::1]):
if set(edge) == {i, j}:
return True
else:
return False
def paths(self, rda_graph):
return nx.all_simple_paths(rda_graph, self.source, self.subject)
def toRoom9(): G.add_edges_from(roomDoors) myRoom = designateRoom(x_ant,y_ant) searchFlag = True roomWas = False nodes = G.nodes() if (9 not in nodes): print 'I don\'t know where is room number 9.' return paths = nx.all_simple_paths(G,myRoom,9) paths = list(paths) shortPath = 1000 counter = 0 pathWithout7 = [] numberPath = len(paths) # Case when agent don't know about door leading to room 9 if(numberPath == 0): print 'I don\'t know how to get room 9 yet.' return for x in range(0,numberPath): l=len(paths[x]) if shortPath > l: shortPath = l position = x if(paths[0][0]==7): print 'I\'m in room 7. The shortest path to room 9 is:' + '-'.join(str(x) for x in paths[position][1:-1]) return shortPath = 1000 for p in range(0,numberPath): searchFlag = True pat=paths[p] for r in pat: if(r == 7): searchFlag = False if(searchFlag == True): counter += 1 roomWas = True pathWithout7.append(pat) if counter == 1: print '\nNo, I don\'t need to pass room 7.' pathLength = len(pat) if(pathLength < shortPath): shortPath = pathLength position = p if 9 == pat[0]: print 'I\'m in room 9 ! ' return elif (pathLength == 2): print 'I can go straight to room 9, through door between rooms %d and %d'%(pat[0],pat[1]) else: if(counter > 1): print 'or through room: ' + '-'.join(str(x) for x in pat[1:-1]) else: print 'To go to room 9 I can go through room: ' + '-'.join(str(x) for x in pat[1:-1]) if(not pathWithout7): print 'I must pass room 7.' else: length = len(pathWithout7) lengths = [len(x) for x in pathWithout7] if(not (all(a==lengths[0] for a in lengths))): if length > 1: if shortPath == 2: print 'But the shortest path is going straight through door between rooms %d and %d'%(paths[position][0],paths[position][1]) elif shortPath == 3: print'But the shortest path is go through room ' + str(paths[position][1]) else: print 'But the shortest path is ' + '-'.join(str(x) for x in paths[position][1:-1])
def op(self, graph, a: NodeSpec, b: NodeSpec):
return [
ids_to_nodes(graph, i)
for i in nx.all_simple_paths(graph.gnx, a["id"], b["id"])
]
def simple_path((x,y), edges, nodes, pos_dict, dep_dict):
"""
Returns the simple dependency paths between x and y, using the simple paths \
in the graph of dependency tree.
:param edges: the edges of the graph
:param nodes: the nodes of the graph
:return: the simple paths between x and y in which each node is normalized by lemma/pos/dep/dist
"""
# Gets edges without indices from edges
edges_with_idx = [k for k in edges.keys()]
# Builds graph
G = nx.Graph()
G.add_nodes_from(nodes)
G.add_edges_from(edges_with_idx)
# Finds paths from x to y and paths from y to x
x_to_y_paths = [path for path in nx.all_simple_paths(G,source=x, target=y)]
y_to_x_paths = [path for path in nx.all_simple_paths(G,source=y, target=x)]
# Normalizes simple paths
normalized_simple_paths = []
for path in x_to_y_paths:
_paths = simple_path_normalization(path, edges, pos_dict, dep_dict)
if _paths is not None:
normalized_simple_paths.append(_paths)
for path in y_to_x_paths:
_paths = simple_path_normalization(path, edges, pos_dict, dep_dict)
if _paths is not None:
normalized_simple_paths.append(_paths)
return normalized_simple_paths
def simple_path_normalization(path, edges, pos_dict, dep_dict):
#plt.show()
link_list = []
for k in range(len(edges_list)):
link_list0 = []
for i in range(7):
link_list0.append(edges_list[k] + (i, ))
link_list.append(link_list0)
SD_path = []
SR_pathLink = []
for i in range(len(SR_pair)):
path0 = []
for path in nx.all_simple_paths(G,
source=SR_pair[i][0],
target=SR_pair[i][1]):
path_edges = []
for j in range(len(path) - 1):
path_edges.append((path[j], path[j + 1]))
path0.append(path_edges)
SD_path.append(path0)
CoreSetup()
for i in range(len(bypassEdges)):
Link = bypassEdges[i]
for j in range(7):
if (len(Link[j]) > 0):
if (Link[j][0][0] == edges_list[i][1]):
Out_bypassEdges[i][j] = Link[j]
def runRound(edges, start, end, cost, tax, biases, N, debug=False):
# For each edge there is flow * c(flow). These are the edgeFuncs. The global
# optimizer minimizes the sum of these functions
initial = True
preferences = {}
edgeResults = {}
# Add ids to every edge so that biases can be indexed
for i, (n1, n2, edgeData) in enumerate(edges):
edgeData['id'] = i
G = networkx.DiGraph()
G.add_edges_from(edges)
#print G.edge
#print G.edge[0]
for i in range(N):
for n1 in G.edge:
for n2 in G.edge[n1]:
preferences[(i, n1, n2)] = biases[G.edge[n1][n2]['id']](i)
#zero the graph edges to start
for n1 in G.edge:
for n2 in G.edge[n1]:
G.edge[n1][n2]['f'] = 0.0
# we need to preserve the balance of edges at the end of the round. becuas I should change my mind just because the flow changed...
# If I change my mind, remove myself from the previous
# for r in range(R):
aCur = {} # create
aPrev = None
ct = 0
history = []
backtrack = False
totalc = 0.0
edgeResults = {}
maxIters = 10
while ((initial or aCur != aPrev) and ct < maxIters):
ct += 1
if aCur in history:
backtrack = True
history.append(dict(aCur))
aPrev = dict(aCur)
order = range(N)
numpy.random.shuffle(order)
for i in order:
if i in aPrev:
for n1, n2 in aCur[i]:
G.edge[n1][n2]['f'] -= 1.0 / N
for n1 in G.edge:
for n2 in G.edge[n1]:
G.edge[n1][n2]['c'] = cost[G.edge[n1][n2]['t']](G.edge[n1][n2]['f']) + \
tax[G.edge[n1][n2]['t']](G.edge[n1][n2]['f']) + \
preferences[(i, n1, n2)]
paths = networkx.all_simple_paths(G, source=start, target=end)
pathCosts = []
for path in paths:
c = 0
edges = zip(path[:-1], path[1:])
for n0, n1 in edges:
c += G.edge[n0][n1]['c']
pathCosts.append((c, edges))
pEdge = sorted(pathCosts, key=lambda x: x[0])[0][1]
aCur[i] = pEdge
for n1, n2 in aCur[i]:
G.edge[n1][n2]['f'] += 1.0 / N
totalc = 0.0
edgeResults = {}
for n1, n2 in set(G.edges()):
edgeData = G.edge[n1][n2]
key = (n1, n2)
edgeResults[key] = edgeData['f'], edgeData['t']
totalc += edgeData['f'] * cost[edgeData['t']](edgeData['f'])
if debug:
for (n1, n2), (f, t) in edgeResults.items():
print u"Edge ({0}, {1}), type {2}, flow {3}".format(
n1, n2, t, f)
print '----'
print u"Total cost: {0}".format(numpy.mean(totalc))
print '****'
initial = False
if debug:
print 'Total iterations:', ct
if debug:
if backtrack:
print "Game is not potential game"
else:
print "No backtracking detected"
return totalc, edgeResults, backtrack, (ct < maxIters)
source='origin',
target='dest',
edge_attr=True,
)
# detail documentation of networkx https://networkx.github.io/documentation/networkx-1.7/reference/generated/networkx.drawing.nx_pylab.draw_networkx.html
FG.nodes()
FG.edges()
nx.draw_networkx(
FG, with_labels=True, node_size=600, node_color='y'
) # Quick view of the Graph. As expected we see 3 very busy airports
nx.algorithms.degree_centrality(
FG
) # Notice the 3 airports from which all of our 100 rows of data originates
nx.density(FG) # Average edge density of the Graphs
nx.average_shortest_path_length(
FG) # Average shortest path length for ALL paths in the Graph
nx.average_degree_connectivity(
FG
) # For a node of degree k - What is the average of its neighbours' degree?
# Let us find all the paths available
for path in nx.all_simple_paths(FG, source='JAX', target='DFW'):
print(path)
# Let us find the dijkstra path from JAX to DFW.
# You can read more in-depth on how dijkstra works from this resource - https://courses.csail.mit.edu/6.006/fall11/lectures/lecture16.pdf
dijpath = nx.dijkstra_path(FG, source='JAX', target='DFW')
dijpath
# Let us try to find the dijkstra path weighted by airtime (approximate case)
shortpath = nx.dijkstra_path(FG, source='JAX', target='DFW', weight='air_time')
shortpath
def dcbusprop(G, source, target):
"""Creates discrete properties for power status of dc buses
Parameters
----------
G : networkX graph
source : node
dc bus
target : node
generator
"""
temp = []
edges = []
D = copy.deepcopy(G)
gens2 = copy.deepcopy(gens)
gens2.remove(target)
D.remove_nodes_from(gens2)
paths = []
C = []
for path in nx.all_simple_paths(D, source, target, cutoff=None):
paths.append(path)
for p in range(0, len(paths)):
for i in range(0, len(paths[p]) - 1):
if paths[p][i] in busdc and paths[p][i + 1] in rus:
pass
elif paths[p][i] in rus and paths[p][i + 1] in busdc:
pass
else:
C.append((paths[p][i], paths[p][i + 1]))
f.write('disc_props['
"'"
'B' + str(source) + str(target) + str(p) + "'"
'] = '
"'")
if paths[p][1] in gens:
f.write('(g' + str(paths[p][1]) + '=1)')
elif paths[p][1] in busac:
f.write('(b' + str(paths[p][1]) + '=1)')
elif paths[p][1] in rus:
f.write('(ru' + str(paths[p][1]) + '=1)')
elif paths[p][1] in busdc:
f.write('(b' + str(paths[p][1]) + '=1)')
elif paths[p][1] in null:
f.write('(b' + str(paths[p][1]) + '=1)')
else:
pass
for j in range(2, len(paths[p])):
if paths[p][j] in gens:
f.write(' & (g' + str(paths[p][j]) + '=1)')
elif paths[p][j] in busac:
f.write(' & (b' + str(paths[p][j]) + '=1)')
elif paths[p][j] in rus:
f.write(' & (ru' + str(paths[p][j]) + '=1)')
elif paths[p][1] in busdc:
f.write(' & (b' + str(paths[p][1]) + '=1)')
elif paths[p][1] in null:
f.write(' & (b' + str(paths[p][1]) + '=1)')
else:
pass
for k in range(0, len(C)):
if C[k][0] < C[k][1]:
f.write(' & (c' + str(C[k][0]) + str(C[k][1]) + '=1)')
else:
f.write(' & (c' + str(C[k][1]) + str(C[k][0]) + '=1)')
f.write("'" '\n')
C = []
def odd_even_fault_tolerance_metric(network_size, routing_type):
turns_health_2d_network = {
"N2W": False,
"N2E": False,
"S2W": False,
"S2E": False,
"W2N": False,
"W2S": False,
"E2N": False,
"E2S": False
}
Config.ag.topology = '2DMesh'
Config.ag.x_size = network_size
Config.ag.y_size = network_size
Config.ag.z_size = 1
Config.RotingType = routing_type
all_odd_evens_file = open(
'Generated_Files/Turn_Model_Eval/' + str(network_size) + "x" +
str(network_size) + '_OE_metric_' + Config.RotingType + '.txt', 'w')
all_odd_evens_file.write("TOPOLOGY::" + str(Config.ag.topology) + "\n")
all_odd_evens_file.write("X SIZE:" + str(Config.ag.x_size) + "\n")
all_odd_evens_file.write("Y SIZE:" + str(Config.ag.y_size) + "\n")
all_odd_evens_file.write("Z SIZE:" + str(Config.ag.z_size) + "\n")
ag = copy.deepcopy(AG_Functions.generate_ag())
shmu = SystemHealthMonitoringUnit.SystemHealthMonitoringUnit()
turns_health = copy.deepcopy(turns_health_2d_network)
shmu.setup_noc_shm(ag, turns_health, False)
noc_rg = copy.deepcopy(
Routing.generate_noc_route_graph(ag, shmu, [], False, False))
classes_of_doa_ratio = []
turn_model_class_dict = {}
tm_counter = 0
for turn_model in all_odd_even_list:
sys.stdout.write("\rnumber of processed turn models: %i " % tm_counter)
sys.stdout.flush()
tm_counter += 1
link_dict = {}
turn_model_index = all_odd_even_list.index(turn_model)
turn_model_odd = turn_model[0]
turn_model_even = turn_model[1]
update_rg_odd_even(ag, turn_model_odd, turn_model_even, shmu, noc_rg)
number_of_pairs = len(ag.nodes()) * (len(ag.nodes()) - 1)
all_paths_in_graph = []
for source_node in ag.nodes():
for destination_node in ag.nodes():
if source_node != destination_node:
if is_destination_reachable_from_source(
noc_rg, source_node, destination_node):
if Config.RotingType == 'MinimalPath':
shortest_paths = list(
all_shortest_paths(
noc_rg,
str(source_node) + str('L') + str('I'),
str(destination_node) + str('L') +
str('O')))
paths = []
for path in shortest_paths:
minimal_hop_count = manhattan_distance(
source_node, destination_node)
if (len(path) / 2) - 1 <= minimal_hop_count:
paths.append(path)
all_paths_in_graph.append(path)
else:
paths = list(
all_simple_paths(
noc_rg,
str(source_node) + str('L') + str('I'),
str(destination_node) + str('L') +
str('O')))
all_paths_in_graph += paths
link_dict = find_similarity_in_paths(link_dict, paths)
metric = 0
for item in link_dict.keys():
metric += link_dict[item]
if Config.RotingType == 'MinimalPath':
doa = degree_of_adaptiveness(ag, noc_rg,
False) / float(number_of_pairs)
metric = 1 / (float(metric) / len(ag.edges()))
metric = float("{:3.3f}".format(metric))
else:
doa_ex = extended_degree_of_adaptiveness(
ag, noc_rg, False) / float(number_of_pairs)
metric = 1 / (float(metric) / len(ag.edges()))
metric = float("{:3.3f}".format(metric))
if metric not in classes_of_doa_ratio:
classes_of_doa_ratio.append(metric)
if metric in turn_model_class_dict.keys():
turn_model_class_dict[metric].append(turn_model_index)
else:
turn_model_class_dict[metric] = [turn_model_index]
# return SHMU and RG back to default
clean_rg_from_odd_even(ag, turn_model_odd, turn_model_even, shmu,
noc_rg)
all_odd_evens_file.write("classes of metric" + str(classes_of_doa_ratio) +
"\n")
all_odd_evens_file.write("----------" * 3 + "\n")
all_odd_evens_file.write("turn models of class" + "\n")
for item in sorted(turn_model_class_dict.keys()):
all_odd_evens_file.write(
str(item) + " " + str(turn_model_class_dict[item]) + "\n")
all_odd_evens_file.write("----------" * 3 + "\n")
all_odd_evens_file.write("distribution of turn models" + "\n")
for item in sorted(turn_model_class_dict.keys()):
temp_list = []
for tm in turn_model_class_dict[item]:
turn_model = all_odd_even_list[tm]
number_of_turns = len(turn_model[0]) + len(turn_model[1])
temp_list.append(number_of_turns)
all_odd_evens_file.write(
str(item) + " " + str(temp_list.count(8)) + " " +
str(temp_list.count(9)) + " " + str(temp_list.count(10)) + " " +
str(temp_list.count(11)) + " " + str(temp_list.count(12)) + "\n")
all_odd_evens_file.close()
return turn_model_class_dict
def divide(self, subnet, subnet_tree=None, t=None, h=None):
"""Attempt to divide subnet
Parameters
----------
subnet : (int, int)
subnet to attempt division
subnet_tree : networkx.DiGraph, optional
subnet hierarchy tree with additional labels
if not given, it will be calculated automatically
t : int, default None
division parameter,
used in similarity checks
h : int, default None
division parameter,
used as a depth threshold
if None - depth is unlimited
Returns
-------
success : bool
True if factorization was sucessful
False if it cannot be done
See Also
--------
similarity
"""
h = h if h is not None else math.inf
subnet_tree = subnet_tree if subnet_tree is not None else self.subnet_tree(
)
s, e = subnet
def division_equivalence(node1, node2):
return self.similarity(self, node1, e, node2, e, t=t)
deep_nodes = set()
close_nodes = set()
for node in self.between_nodes(s, e, edge_cases=False):
if nx.shortest_path_length(self, s, node) > h:
deep_nodes.add(node)
elif self.out_degree(node) > 1:
close_nodes.add(node)
classes, partition = equivalence_partition(close_nodes,
division_equivalence)
# remove child nodes from classes
# otherwise we may merge child with parent (extremely illegal)
for eq_class in classes:
for curr_node in list(eq_class):
if any(curr_node != node
and nx.has_path(self, node, curr_node)
for node in eq_class):
eq_class.remove(curr_node)
partition.pop(curr_node)
valid_close = []
valid_deep = []
paths = list(nx.all_simple_paths(self, s, e))
for eq_class in classes:
# ignore classes with less then 2 nodes to merge
if len(eq_class) < 2:
continue
flag = False
deep_part = set()
for path in paths:
flag = False
for node in path:
if node in eq_class:
flag = True
break
if node in deep_nodes:
flag = True
deep_part.add(node)
break
# no path through node in eq_class or through deep node
if not flag:
break
if flag:
valid_close.append(eq_class)
valid_deep.append(deep_part)
if not valid_close:
return None
# print(close_nodes, deep_nodes, classes, partition, valid_close, valid_deep, '\n', sep='\n')
# if many valid sets, select ones with smallest total amount of elements
valids = zip(valid_close, valid_deep)
valid_close, valid_deep = min(
valids, key=lambda c_d: len(c_d[0]) + len(c_d[1]))
first_node = valid_close.pop()
net = Pnet(self)
left_net = net.subcopy(s, first_node)
right_net = net.subcopy(first_node, e)
for node in valid_close:
left_net = left_net.compose(net, other_start=s, other_end=node)
right_net = right_net.compose(net, other_start=node, other_end=e)
if right_net is None:
return None
new_subnet = Pnet.sequence_join(left_net, right_net)
net.replace(new_subnet, s, e)
return net
def pull_contigs_from_component(assembly,
component,
min_edge_trim_weight,
assembly_max_paths,
log=DEVNULL):
"""
builds contigs from the a connected component of the assembly DeBruijn graph
Args:
assembly (DeBruijnGraph): the assembly graph
component (list): list of nodes which make up the connected component
min_edge_trim_weight (int): the minimum weight to not remove a non cutting edge/path
assembly_max_paths (int): the maximum number of paths allowed before the graph is further simplified
log (function): the log function
Returns:
:class:`Dict` of :class:`int` by :class:`str`: the paths/contigs and their scores
"""
path_scores = {} # path_str => score_int
w = min_edge_trim_weight
unresolved_components = [component]
while unresolved_components:
# since now we know it's a tree, the assemblies will all be ltd to
# simple paths
component = unresolved_components.pop(0)
paths_est = len(assembly.get_sinks(component)) * len(
assembly.get_sources(component))
if paths_est > assembly_max_paths:
edge_weights = sorted([
e[2]['freq']
for e in assembly.all_edges(assembly.get_sources(component)
| assembly.get_sinks(component),
data=True)
])
w = max([w + 1, edge_weights[0]])
if w > edge_weights[-1]:
continue
log(
'reducing estimated paths. Current estimate is {}+ from'.
format(paths_est), len(component), 'nodes', 'filter increase',
w)
assembly.trim_forks_by_freq(w)
assembly.trim_noncutting_paths_by_freq(w)
assembly.trim_tails_by_freq(w)
unresolved_components.extend(
digraph_connected_components(assembly, component))
else:
for source, sink in itertools.product(
assembly.get_sources(component),
assembly.get_sinks(component)):
paths = list(nx.all_simple_paths(assembly, source, sink))
for path in paths:
s = path[0] + ''.join([p[-1] for p in path[1:]])
score = 0
for i in range(0, len(path) - 1):
score += assembly.get_edge_freq(path[i], path[i + 1])
path_scores[s] = max(path_scores.get(s, 0), score)
return path_scores
def compute_periodicity_all_simple_paths_algorithm(self):
"""
Returns:
"""
self_loop_nodes = list(
nx.nodes_with_selfloops(self._connected_subgraph))
all_nodes_independent_cell_image_vectors = []
my_simple_graph = nx.Graph(self._connected_subgraph)
for test_node in self._connected_subgraph.nodes():
# TODO: do we need to go through all test nodes ?
this_node_cell_img_vectors = []
if test_node in self_loop_nodes:
for key, edge_data in self._connected_subgraph[test_node][
test_node].items():
if edge_data["delta"] == (0, 0, 0):
raise ValueError(
"There should not be self loops with delta image = (0, 0, 0)."
)
this_node_cell_img_vectors.append(edge_data["delta"])
for d1, d2 in itertools.combinations(this_node_cell_img_vectors,
2):
if d1 == d2 or d1 == tuple(-ii for ii in d2):
raise ValueError(
"There should not be self loops with the same (or opposite) delta image."
)
this_node_cell_img_vectors = get_linearly_independent_vectors(
this_node_cell_img_vectors)
# Here, we adopt a cutoff equal to the size of the graph, contrary to the default of networkX (size - 1),
# because otherwise, the all_simple_paths algorithm fail when the source node is equal to the target node.
paths = []
# TODO: its probably possible to do just a dfs or bfs traversal instead of taking all simple paths!
test_node_neighbors = my_simple_graph.neighbors(test_node)
breaknodeloop = False
for test_node_neighbor in test_node_neighbors:
# Special case for two nodes
if len(self._connected_subgraph[test_node]
[test_node_neighbor]) > 1:
this_path_deltas = []
node_node_neighbor_edges_data = list(
self._connected_subgraph[test_node]
[test_node_neighbor].values())
for edge1_data, edge2_data in itertools.combinations(
node_node_neighbor_edges_data, 2):
delta1 = get_delta(test_node, test_node_neighbor,
edge1_data)
delta2 = get_delta(test_node_neighbor, test_node,
edge2_data)
this_path_deltas.append(delta1 + delta2)
this_node_cell_img_vectors.extend(this_path_deltas)
this_node_cell_img_vectors = get_linearly_independent_vectors(
this_node_cell_img_vectors)
if len(this_node_cell_img_vectors) == 3:
break
for path in nx.all_simple_paths(
my_simple_graph,
test_node,
test_node_neighbor,
cutoff=len(self._connected_subgraph),
):
path_indices = [nodepath.isite for nodepath in path]
if path_indices == [
test_node.isite, test_node_neighbor.isite
]:
continue
path_indices.append(test_node.isite)
path_indices = tuple(path_indices)
if path_indices not in paths:
paths.append(path_indices)
else:
continue
path.append(test_node)
# TODO: there are some paths that appears twice for cycles, and there are some paths that should
# probably not be considered
this_path_deltas = [np.zeros(3, np.int)]
for (node1,
node2) in [(node1, path[inode1 + 1])
for inode1, node1 in enumerate(path[:-1])]:
this_path_deltas_new = []
for key, edge_data in self._connected_subgraph[node1][
node2].items():
delta = get_delta(node1, node2, edge_data)
for current_delta in this_path_deltas:
this_path_deltas_new.append(current_delta +
delta)
this_path_deltas = this_path_deltas_new
this_node_cell_img_vectors.extend(this_path_deltas)
this_node_cell_img_vectors = get_linearly_independent_vectors(
this_node_cell_img_vectors)
if len(this_node_cell_img_vectors) == 3:
breaknodeloop = True
break
if breaknodeloop:
break
this_node_cell_img_vectors = get_linearly_independent_vectors(
this_node_cell_img_vectors)
independent_cell_img_vectors = this_node_cell_img_vectors
all_nodes_independent_cell_image_vectors.append(
independent_cell_img_vectors)
# If we have found that the sub structure network is 3D-connected, we can stop ...
if len(independent_cell_img_vectors) == 3:
break
self._periodicity_vectors = []
if len(all_nodes_independent_cell_image_vectors) != 0:
for (independent_cell_img_vectors
) in all_nodes_independent_cell_image_vectors:
if len(independent_cell_img_vectors) > len(
self._periodicity_vectors):
self._periodicity_vectors = independent_cell_img_vectors
if len(self._periodicity_vectors) == 3:
break
# Config
src_addr = argv[1]
dest_addr = argv[2]
cutoff = int(argv[3])
with open('../grapher/tx_graph.dat', "rb") as infile:
G = pickle.load(infile)
print("Graph loaded.")
with open(str(src_addr) + "_to_" + str(dest_addr) + ".txt", 'w') as f:
paths = list(
nx.all_simple_paths(G,
source=src_addr,
target=dest_addr,
cutoff=cutoff))
print(
"Added %d new paths from address %s to address %s with min length %d."
% (len(new_paths), src_addr, dest_addr, min([len(x) for x in paths])))
# Sort paths by length
paths.sort(key=len)
tx_hashes = defaultdict(list)
for i, path in enumerate(paths):
for index in range(len(path) - 1):
temp_hashes = []
for index, value in G[path[index]][path[index + 1]].items():
Graph.clear()
Graph.nodes()
Graph.edges()
# In[ ]:
Graph.nodes()
# In[ ]:
Graph.add_nodes_from(['a', 'b', 'c', 'd'])
Graph.add_edges_from([('a', 'b'), ('a', 'c'), ('a', 'd'), ('b', 'c'),
('b', 'd'), ('d', 'c')])
print('all paths')
for path in nx.all_simple_paths(Graph, source='a', target='c'):
print(path)
# In[ ]:
nx.draw_networkx(Graph)
plt.show()
# In[ ]:
Graph.clear()
# In[ ]:
Graph.add_path([3, 5, 4, 1, 0, 2, 7, 8, 9, 6])
Graph.add_path([3, 0, 6, 4, 2, 7, 1, 9, 8, 5])
def get_variants(self, probabilities=False, generate_users=False, generate_long_term_dependencies=False):
"""
Return all possible variants from the process model.
If probabilities is set to True the implicit probabilities similar to a random walk are returned as well
:param probabilities: boolean, return the probabilities
:param generate_users: boolean, generate user attribute
:param generate_long_term_dependencies: boolean, generate long-term dependencies in each trace
:return:
"""
self.variants = EventLog()
num_users = None
if generate_users:
num_users = np.random.randint(10, 30)
users = np.arange(num_users)
self.variants.attr['attr_dims'] = {
'name': len(self.graph.node),
'user': int(num_users) + 2
}
g = self.graph
for key in g.node.keys():
random_users = np.sort(
np.random.choice(users, np.random.randint(1, 5), replace=False)).tolist()
random_users = [str(u) for u in random_users]
if key in [self.start_event, self.end_event]:
random_users = None
g.node[key]['_possible_users'] = random_users
for path in sorted(nx.all_simple_paths(self.graph, source=self.start_event, target=self.end_event)):
path = path[1:-1] # remove BOS and EOS
trace = Trace(label='normal')
if generate_users:
trace.attr["user_voc_size"] = num_users
for event in path:
trace.add_event(Event(name=event, start_time=None, **dict(self.graph.node[event].items())))
self.variants.add_trace(trace)
if generate_long_term_dependencies:
# add long term dependencies to every variant
# this means that each variant will have exactly one long term dependency where the user must
# be the same for two events
for variant in self.variants:
random_events = np.sort(
np.random.choice(range(len(variant.events)), 2, replace=False)) # remove BOS and EOS
random_attr = np.random.choice(list(variant[random_events[1]].attr.keys()), replace=False)
head = random_events[0]
tail = random_events[1:]
for idx in tail:
variant[idx].attr[random_attr] = int(head) # point to earlier event
if not self.variant_probabilities and probabilities:
self.variant_probabilities = []
for variant in self.variants:
p = np.product(
[1.0 / max(1.0, len([edge[1] for edge in self.graph.edges() if edge[0] == event.name])) for
event in
variant])
self.variant_probabilities.append(p)
if probabilities:
return self.variants, self.variant_probabilities
else:
return self.variants
def test():
all_odd_evens_file = open(
'Generated_Files/Turn_Model_Lists/all_odd_evens_doa.txt', 'w')
turns_health_2d_network = {
"N2W": False,
"N2E": False,
"S2W": False,
"S2E": False,
"W2N": False,
"W2S": False,
"E2N": False,
"E2S": False
}
Config.ag.topology = '2DMesh'
Config.ag.x_size = 3
Config.ag.y_size = 3
Config.ag.z_size = 1
Config.RotingType = 'NonMinimalPath'
ag = copy.deepcopy(AG_Functions.generate_ag())
number_of_pairs = len(ag.nodes()) * (len(ag.nodes()) - 1)
max_ratio = 0
classes_of_doa_ratio = []
turn_model_class_dict = {}
for turn_model in all_odd_even_list:
#for item in selected_turn_models:
#print item
#turn_model = all_odd_even_list[item]
#print turn_model
turn_model_index = all_odd_even_list.index(turn_model)
turn_model_odd = turn_model[0]
turn_model_even = turn_model[1]
turns_health = copy.deepcopy(turns_health_2d_network)
shmu = SystemHealthMonitoringUnit.SystemHealthMonitoringUnit()
shmu.setup_noc_shm(ag, turns_health, False)
noc_rg = copy.deepcopy(
Routing.generate_noc_route_graph(ag, shmu, [], False, False))
for node in ag.nodes():
node_x, node_y, node_z = AG_Functions.return_node_location(node)
if node_x % 2 == 1:
for turn in turn_model_odd:
shmu.restore_broken_turn(node, turn, False)
from_port = str(node) + str(turn[0]) + "I"
to_port = str(node) + str(turn[2]) + "O"
Routing.update_noc_route_graph(noc_rg, from_port, to_port,
'ADD')
else:
for turn in turn_model_even:
shmu.restore_broken_turn(node, turn, False)
from_port = str(node) + str(turn[0]) + "I"
to_port = str(node) + str(turn[2]) + "O"
Routing.update_noc_route_graph(noc_rg, from_port, to_port,
'ADD')
#draw_rg(noc_rg)
number_of_pairs = len(ag.nodes()) * (len(ag.nodes()) - 1)
doa_ex = extended_degree_of_adaptiveness(
ag, noc_rg, False) / float(number_of_pairs)
doa = degree_of_adaptiveness(ag, noc_rg,
False) / float(number_of_pairs)
sum_of_paths = 0
sum_of_sim_ratio = 0
for source_node in ag.nodes():
for destination_node in ag.nodes():
if source_node != destination_node:
if is_destination_reachable_from_source(
noc_rg, source_node, destination_node):
#print source_node, "--->", destination_node
if Config.RotingType == 'MinimalPath':
shortest_paths = list(
all_shortest_paths(
noc_rg,
str(source_node) + str('L') + str('I'),
str(destination_node) + str('L') +
str('O')))
paths = []
for path in shortest_paths:
minimal_hop_count = manhattan_distance(
source_node, destination_node)
if (len(path) / 2) - 1 <= minimal_hop_count:
paths.append(path)
else:
paths = list(
all_simple_paths(
noc_rg,
str(source_node) + str('L') + str('I'),
str(destination_node) + str('L') +
str('O')))
#for path in paths:
# print path
local_sim_ratio = 0
counter = 0
if len(paths) > 1:
for i in range(0, len(paths)):
for j in range(i, len(paths)):
if paths[i] != paths[j]:
sm = difflib.SequenceMatcher(
None, paths[i], paths[j])
counter += 1
local_sim_ratio += sm.ratio()
#print float(local_sim_ratio)/counter
sum_of_sim_ratio += float(
local_sim_ratio) / counter
else:
sum_of_sim_ratio += 1
if Config.RotingType == 'MinimalPath':
print("Turn Model ", '%5s' % turn_model_index, "\tdoa:",
"{:3.3f}".format(doa), "\tsimilarity ratio:",
"{:3.3f}".format(sum_of_sim_ratio),
"\t\tfault tolerance metric:",
"{:3.5f}".format(float(doa) / sum_of_sim_ratio))
doa_ratio = float("{:3.5f}".format(
float(doa) / sum_of_sim_ratio, 5))
else:
print("Turn Model ", '%5s' % turn_model_index, "\tdoa:",
"{:3.3f}".format(doa_ex), "\tsimilarity ratio:",
"{:3.3f}".format(sum_of_sim_ratio),
"\t\tfault tolerance metric:",
"{:3.5f}".format(float(doa_ex) / sum_of_sim_ratio))
doa_ratio = float("{:3.5f}".format(
float(doa_ex) / sum_of_sim_ratio, 5))
if doa_ratio not in classes_of_doa_ratio:
classes_of_doa_ratio.append(doa_ratio)
if doa_ratio in list(turn_model_class_dict.keys()):
turn_model_class_dict[doa_ratio].append(turn_model_index)
else:
turn_model_class_dict[doa_ratio] = [turn_model_index]
if max_ratio < doa_ratio:
max_ratio = doa_ratio
#print "--------------------------------------------"
del noc_rg
print("max doa_ratio", max_ratio)
print("classes of doa_ratio", classes_of_doa_ratio)
for item in sorted(turn_model_class_dict.keys()):
print(item, turn_model_class_dict[item])
return None
def load_step(file_obj, file_type=None):
'''
Use the STEPtools Inc. Author Tools binary to mesh a STEP file,
and return a list of Trimesh objects.
Using this over openCASCADE as it is signifigantly more stable (though not OSS.)
STEPtools Inc. provides the binary under this license:
http://www.steptools.com/demos/license_author.html
To install the required binary ('export_product_asm') into PATH:
wget http://www.steptools.com/demos/stpidx_author_linux_x86_64_16.0.zip
unzip stpidx_author_linux_x86_64_16.0.zip
sudo cp stpidx_author_linux_x86_64/bin/export_product_asm /usr/bin/
Arguments
----------
file_obj: file like object containing step file
file_type: unused
Returns
----------
meshes: list of Trimesh objects (with correct metadata set from STEP file)
'''
with NamedTemporaryFile() as out_file:
with NamedTemporaryFile(suffix='.STEP') as in_file:
if hasattr(file_obj, 'read'):
in_file.write(file_obj.read())
in_file.seek(0)
file_name = in_file.name
else:
file_name = file_obj
check_call([
_STEP_FACETER, file_name, '-tol',
str(res.mesh), '-o', out_file.name
])
t = cElementTree.parse(out_file)
meshes = {}
# get the meshes without metadata from the XML document
for shell in t.findall('shell'):
# query the xml structure for vertices and faces
vertices = np.array(
[v.get('p').split() for v in shell.findall('.//v')],
dtype=np.float)
faces = np.array([f.get('v').split() for f in shell.findall('.//f')],
dtype=np.int)
# normals aren't always returned but faces have correct winding
# so they are autogenerated correctly from dot products
mesh = {'vertices': vertices, 'faces': faces, 'metadata': {}}
# store the mesh by id reference
meshes[shell.get('id')] = mesh
try:
# populate the graph of shapes and transforms
g = nx.MultiDiGraph()
# keys: {mesh id : shape id}
mesh_shape = {}
# assume that the document has consistant units
to_inches = None
for shape in t.findall('shape'):
shape_id = shape.get('id')
shape_unit = shape.get('unit')
mesh_id = shape.get('shell')
if not shape_unit is None:
to_inches = float(shape_unit.split()[1]) * _METERS_TO_INCHES
if not mesh_id is None:
for i in mesh_id.split():
mesh_shape[i] = shape_id
#g.node[shape_id]['mesh'] = mesh_id
g.add_node(shape_id, {'mesh': mesh_id})
for child in shape.getchildren():
child_id = child.get('ref')
transform = np.array(child.get('xform').split(),
dtype=np.float).reshape((4, 4)).T
g.add_edge(shape_id, child_id, transform=transform)
# which product ID has the root shape
prod_root = t.getroot().get('root')
shape_root = None
for prod in t.findall('product'):
prod_id = prod.get('id')
prod_name = prod.get('name')
prod_shape = prod.get('shape')
if prod_id == prod_root:
shape_root = prod_shape
g.node[prod_shape]['product_name'] = prod_name
# now that the assembly tree has been populated, traverse it to
# find the final transforms and quantities for the meshes we extracted
for mesh_id in meshes.keys():
shape_id = mesh_shape[mesh_id]
transforms_all = deque()
path_str = deque()
if shape_id == shape_root:
paths = [[shape_id, shape_id]]
else:
paths = nx.all_simple_paths(g, shape_root, shape_id)
paths = np.array(list(paths))
garbage, unique = np.unique(['.'.join(i) for i in paths],
return_index=True)
paths = paths[unique]
for path in paths:
path_name = [g.node[i]['product_name'] for i in path[:-1]]
edges = np.column_stack(
(path[:-1], path[:-1])).reshape(-1)[1:-1].reshape((-1, 2))
transforms = [np.eye(4)]
for e in edges:
# get every transform from the edge
local = [
i['transform'] for i in g.edge[e[0]][e[1]].values()
]
# all the transforms are sequential, so we want combinations
transforms = [
np.dot(*i)
for i in itertools.product(transforms, local)
]
transforms_all.extend(transforms)
path_str.extend(['/'.join(path_name)] * len(transforms))
meshes[mesh_id]['vertices'] *= to_inches
meshes[mesh_id]['metadata']['units'] = 'inches'
meshes[mesh_id]['metadata']['name'] = path_name[-1]
meshes[mesh_id]['metadata']['paths'] = np.array(path_str)
meshes[mesh_id]['metadata']['quantity'] = len(transforms_all)
meshes[mesh_id]['metadata']['transforms'] = np.array(
transforms_all)
except:
log.error('STEP load processing error, aborting metadata!',
exc_info=True)
return meshes.values()
def outputKshortestPath(self):
self.numSubpath = 0
f = open("./Graph/linkonpath.txt", "w")
fn = open("./Graph/nodeonpath.txt", "w")
f.writelines("%d %d %d\n" % (self.NODENUM, self.NUMLINK, self.pathNum))
for src in self.NODE_DICT:
for sink in self.NODE_DICT:
if src != sink:
pathcount = 0
m_pathcount = [0 for i in range(self.cutoff + 1)]
for path in nx.all_shortest_paths(self.topo,
source=src,
target=sink):
f.writelines("%d %d " % (src, sink))
pathcount += 1
m_pathcount[len(path) - 1] += 1
self.numSubpath += 1
pre = 0
fn.writelines("%d " % path[pre])
while pre < len(path) - 1:
cur = pre + 1
if path[pre] in self.LINK_DICT and path[
cur] in self.LINK_DICT[path[pre]]:
f.writelines(
"%d " %
self.LINK_DICT[path[pre]][path[cur]].id)
fn.writelines("%d " % path[cur])
else:
f.writelines(
"%d " %
self.LINK_DICT[path[cur]][path[pre]].id)
pre = pre + 1
f.writelines("\n")
fn.writelines("\n")
if pathcount >= self.pathNum:
break
if pathcount < self.pathNum:
for path in nx.all_simple_paths(self.topo,
source=src,
target=sink,
cutoff=self.cutoff):
f.writelines("%d %d " % (src, sink))
pathcount += 1
m_pathcount[len(path) - 1] += 1
self.numSubpath += 1
pre = 0
fn.writelines("%d " % path[pre])
while pre < len(path) - 1:
cur = pre + 1
if path[pre] in self.LINK_DICT and path[
cur] in self.LINK_DICT[path[pre]]:
f.writelines(
"%d " %
self.LINK_DICT[path[pre]][path[cur]].id
)
fn.writelines("%d " % path[cur])
else:
f.writelines(
"%d " %
self.LINK_DICT[path[cur]][path[pre]].id
)
pre = pre + 1
f.writelines("\n")
fn.writelines("\n")
if pathcount >= self.pathNum:
break
f.close()
fn.close()
"""
Created on Sat Dec 18 14:43:04 2021
@author: wapisani
"""
import os
import numpy as np
import networkx as nx
directory = r'F:\Documents\Programming\AoC\2021'
# directory = r'/Users/wapisani/Documents/Programming/AoC/2021'
os.chdir(directory)
# with open('input_day12.txt','r') as handle:
# data = [line.strip() for line in handle.readlines()]
with open('sample_day12.txt', 'r') as handle:
data = [line.strip() for line in handle.readlines()]
edges = []
for line in data:
edge = line.split('-')
edges.append((edge[0], edge[1]))
G = nx.Graph()
for edge in edges:
G.add_edge(*edge)
paths = nx.all_simple_paths(G, 'start', 'end')
def dci_orient(X1,
X2,
skeleton: set,
nodes_cond_set: set,
rh1: RegressionHelper = None,
rh2: RegressionHelper = None,
alpha: float = 0.1,
max_set_size: int = 3,
verbose: int = 0):
"""
Orients edges in the skeleton of the difference DAG.
Parameters
----------
X1: array, shape = [n_samples, n_features]
First dataset.
X2: array, shape = [n_samples, n_features]
Second dataset.
skeleton: set
Set of edges in the skeleton of the difference-DAG.
nodes_cond_set: set
Nodes to be considered as conditioning sets.
rh1: RegressionHelper, default = None
Sufficient statistics estimated based on samples in the first dataset, stored in RegressionHelper class.
rh2: RegressionHelper, default = None
Sufficient statistics estimated based on samples in the second dataset, stored in RegressionHelper class.
alpha: float, default = 0.1
Significance level parameter for determining orientation of an edge.
Lower alpha results in more directed edges in the difference-DAG.
max_set_size: int, default = 3
Maximum conditioning set size used to test regression invariance.
Smaller maximum conditioning set size results in faster computation time. For large datasets recommended max_set_size is 3.
verbose: int, default = 0
The verbosity level of logging messages.
See Also
--------
dci, dci_undirected_graph, dci_skeleton
Returns
-------
oriented_edges: set
Set of edges in the skeleton of the difference-DAG for which directionality could be determined.
unoriented_edges: set
Set of edges in the skeleton of the difference-DAG for which directionality could not be determined.
"""
if verbose > 0:
print("DCI edge orientation...")
assert 0 <= alpha <= 1, "alpha must be in [0,1] range."
if rh1 is None or rh2 is None:
# obtain sufficient statistics
suffstat1 = gauss_ci_suffstat(X1)
suffstat2 = gauss_ci_suffstat(X2)
rh1 = RegressionHelper(suffstat1)
rh2 = RegressionHelper(suffstat2)
nodes = {i for i, j in skeleton} | {j for i, j in skeleton}
oriented_edges = set()
n1 = rh1.suffstat['n']
n2 = rh2.suffstat['n']
for i, j in skeleton:
for cond_i, cond_j in zip(
powerset(nodes_cond_set - {i}, r_max=max_set_size),
powerset(nodes_cond_set - {j}, r_max=max_set_size)):
# compute residual variances for i
beta1_i, var1_i, _ = rh1.regression(i, list(cond_i))
beta2_i, var2_i, _ = rh2.regression(i, list(cond_i))
# compute p-value for invariance of residual variances for i
pvalue_i = ncfdtr(n1 - len(cond_i), n2 - len(cond_i), 0,
var1_i / var2_i)
pvalue_i = 2 * min(pvalue_i, 1 - pvalue_i)
# compute residual variances for j
beta1_j, var1_j, _ = rh1.regression(j, list(cond_j))
beta2_j, var2_j, _ = rh2.regression(j, list(cond_j))
# compute p-value for invariance of residual variances for j
pvalue_j = ncfdtr(n1 - len(cond_j), n2 - len(cond_j), 0,
var1_j / var2_j)
pvalue_j = 2 * min(pvalue_j, 1 - pvalue_j)
if ((pvalue_i > alpha) | (pvalue_j > alpha)):
# orient the edge according to highest p-value
if pvalue_i > pvalue_j:
edge = (j, i) if j in cond_i else (i, j)
pvalue_used = pvalue_i
else:
edge = (i, j) if i in cond_j else (j, i)
pvalue_used = pvalue_j
oriented_edges.add(edge)
if verbose > 0:
print(
"Oriented (%d, %d) as %s since p-value=%.5f > alpha=%.5f"
% (i, j, edge, pvalue_used, alpha))
break
# orient edges via graph traversal
unoriented_edges_before_traversal = skeleton - oriented_edges - {
(j, i)
for i, j in oriented_edges
}
unoriented_edges = unoriented_edges_before_traversal.copy()
g = nx.DiGraph()
for i, j in oriented_edges:
g.add_edge(i, j)
g.add_nodes_from(nodes)
for i, j in unoriented_edges_before_traversal:
chain_path = list(nx.all_simple_paths(g, source=i, target=j))
if len(chain_path) > 0:
oriented_edges.add((i, j))
unoriented_edges.remove((i, j))
if verbose > 0:
print("Oriented (%d, %d) as %s with graph traversal" %
(i, j, (i, j)))
else:
chain_path = list(nx.all_simple_paths(g, source=j, target=i))
if len(chain_path) > 0:
oriented_edges.add((j, i))
unoriented_edges.remove((i, j))
if verbose > 0:
print("Oriented (%d, %d) as %s with graph traversal" %
(i, j, (j, i)))
# form an adjacency matrix containing directed and undirected edges
num_nodes = X1.shape[1]
adjacency_matrix = edges2adjacency(
num_nodes, unoriented_edges, undirected=True) + edges2adjacency(
num_nodes, oriented_edges, undirected=False)
return adjacency_matrix
def main():
print("============================================================")
print("SPICE PARSER AND AUTOMATIC STACK CALCULATOR")
print("============================================================")
print("By: Rodrigo N. Wuerdig")
print("Contact: [email protected]")
print_gmelogo()
#===========================================================================
#Fetch Args
#===========================================================================
if (sys.argv[1] == None):
print("WARNING: ARG1 SHOULD CONTAIN WP/WN RATIO")
wpwn_ratio = 2.0
else:
wpwn_ratio = float(sys.argv[1])
if (sys.argv[2] == None):
print("ERROR: ARG2 SHOULD CONTAIN SPICE FILE")
return -1
else:
file = sys.argv[2]
#===========================================================================
#Open Spice File
#===========================================================================
f = open(file, "r")
ntransistors = []
#Start List for N Transistors
ptransistors = []
#Start List for P Transistors
inputs = []
#Start List for Inputs
outputs = []
#Start List for Output Nodes
for line in f:
newline = line.rstrip('\n')
#Check if the line starts with *.pininfo
if "*.pininfo" in newline.lower():
#Fetches Outputs from the pininfo line
outpins = re.findall('[a-zA-Z0-9]*:[Oo]', newline)
#Fetches Inputs from the pininfo line
inpins = re.findall('[a-zA-Z0-9]*:[Ii]', newline)
#Fetches Vdd pin from the pininfo line
vddpin = str(re.search('[a-zA-Z0-9]*:[Pp]', newline)[0])
#Fetches Gnd pin from the pininfo line
gndpin = str(re.search('[a-zA-Z0-9]*:[Gg]', newline)[0])
#Check if its missing output pins
if is_empty(outpins):
print("pattern not found outputs")
else:
for out in outpins:
print("Output Pins:", out)
outputs.append(out.replace(':O', ''))
#Check if its missing output pins
if is_empty(inpins):
print("pattern not found outputs")
else:
for in_pin in inpins:
print("input Pins:", in_pin)
inputs.append(in_pin.replace(':O', ''))
#Check if its missing vdd pins
if is_empty(vddpin):
print("pattern not found outputs")
return -3
else:
print("Circuit Supply Pin:", vddpin)
vddpin = vddpin.replace(':P', '')
#Check if its missing gnd pins
if is_empty(gndpin):
print("pattern not found outputs")
return -3
else:
print("Circuit Ground Pin:", gndpin)
gndpin = gndpin.replace(':G', '')
#===========================================================================
#Transistor Lines
elif ("pch" in newline.lower()) or ("nch" in newline.lower()):
print("\n=========================")
name = newline.split()[0]
print("Name:", name)
source = newline.split()[1]
print("Source:", source)
gate = newline.split()[2]
print("Gate:", gate)
drain = newline.split()[3]
print("Drain:", drain)
bulk = newline.split()[4]
print("Bulk:", bulk)
ttype = newline.split()[5]
print("Type:", ttype)
wsize = re.findall('[Ww]=[0-9Ee]*.[0-9Ee]*[\-+0-9]*', newline)
if is_empty(wsize):
print("pattern not found W size")
else:
wsize = wsize[0].replace('w=', '')
wsize = wsize.replace('W=', '')
wsize = float(wsize)
print("W Size:", wsize)
lsize = re.findall('[Ll]=[0-9Ee]*.[0-9Ee]*[\-+0-9]*', newline)
if is_empty(lsize):
print("pattern not found L Size")
else:
lsize = lsize[0].replace('l=', '')
lsize = lsize.replace('L=', '')
lsize = float(lsize)
print("L Size:", lsize)
fingers = re.findall('nf=[0-9]*', newline.lower())
if is_empty(fingers):
print("pattern not found: Number of Fingers")
fingers = 1
else:
fingers = fingers[0].replace('nf=', '')
fingers = fingers.replace('NF=', '')
fingers = int(fingers)
print("Fingers:", fingers)
if (ttype.lower() == "pch"):
mos = Transistor(name, source, gate, drain, bulk, ttype, wsize,
fingers, lsize)
ptransistors.append(mos)
elif (ttype.lower() == "nch"):
mos = Transistor(name, source, gate, drain, bulk, ttype, wsize,
fingers, lsize)
ntransistors.append(mos)
f.close()
#===========================================================================
#Prints Number of Fetched Transistors
#===========================================================================
print("\n\n============================================================")
print("The Circuit Contains:")
print("PMOS TRANSISTORS", len(ptransistors))
print("NMOS TRANSISTORS", len(ntransistors))
print("\n\n============================================================")
#===========================================================================
#Creates Networkx Node Graph and Include Nodes
#===========================================================================
G = nx.Graph()
#Creates an graph called G
color_map = []
#list that will define node colors
node_size = []
#list that will define node sizes
#-----------------------------------------
#Searches Nodes and Color them
#-----------------------------------------
G.add_node(vddpin)
#create vdd node
color_map.append('green')
node_size.append(2000)
G.add_node(gndpin)
#create gnd node
color_map.append('green')
node_size.append(2000)
for outpin in outputs:
G.add_node(outpin)
color_map.append('magenta')
node_size.append(1000)
for n in ptransistors:
G.add_node(n.get_name())
color_map.append('red')
node_size.append(500)
for n in ntransistors:
G.add_node(n.get_name())
color_map.append('blue')
node_size.append(500)
for n in ptransistors:
G.add_edge(n.get_name(), n.get_source())
color_map.append('yellow')
node_size.append(100)
G.add_edge(n.get_name(), n.get_drain())
color_map.append('yellow')
node_size.append(100)
for n in ntransistors:
G.add_edge(n.get_name(), n.get_source())
color_map.append('yellow')
node_size.append(100)
G.add_edge(n.get_name(), n.get_drain())
color_map.append('yellow')
node_size.append(100)
#===========================================================================
#Fetches Common Nodes
#===========================================================================
common_nodes = []
for n in ntransistors:
for p in ptransistors:
if (n.get_drain() == p.get_drain()):
common_nodes.append(n.get_drain())
elif (n.get_drain() == p.get_source()):
common_nodes.append(n.get_drain())
elif (n.get_source() == p.get_drain()):
common_nodes.append(n.get_source())
elif (n.get_source() == p.get_source()):
common_nodes.append(n.get_source())
common_nodes = list(dict.fromkeys(common_nodes))
#===========================================================================
#Searches Euler Paths from COMMON_NODE to VDD
#===========================================================================
for common_node in common_nodes:
print("PATH FROM", common_node, "TO", vddpin)
print("============================================================")
for path in nx.all_simple_paths(G, source=common_node, target=vddpin):
nodes_path_p = []
stack = 0
if not (gndpin) in path:
print("Full Path:", path)
for node in ptransistors:
if node.get_name() in path:
stack = stack + 1
nodes_path_p.append(node)
for node in nodes_path_p:
if node.get_stack() < stack:
node.set_stack(stack)
print("Stack Size =", stack)
print(
"============================================================")
#===========================================================================
#Searches Euler Paths from COMMON_NODE to VSS
#===========================================================================
for common_node in common_nodes:
print("PATH FROM", common_node, "TO", gndpin)
print("============================================================")
for path in nx.all_simple_paths(G, source=common_node, target=gndpin):
nodes_path_n = []
stack = 0
if not (vddpin) in path:
print("Full Path:", path)
for node in ntransistors:
if node.get_name() in path:
stack = stack + 1
nodes_path_n.append(node)
for node in nodes_path_n:
if node.get_stack() < stack:
node.set_stack(stack)
print("Stack Size =", stack)
print(
"============================================================")
#===========================================================================
#Drawn Plot
#===========================================================================
print("============================================================")
nx.draw(G, node_size=node_size, node_color=color_map, with_labels=True)
#===========================================================================
#Print Calculed Stack Size for Each Transistor
#===========================================================================
for node in ptransistors:
sizew = node.get_wsize() * node.get_stack() * float(wpwn_ratio)
print("Node:", node.get_name(), "StackFactor:", node.get_stack(),
"Calculated Size:", sizew, " Original Size:", node.get_wsize())
for node in ntransistors:
sizew = node.get_wsize() * node.get_stack()
print("Node:", node.get_name(), "StackFactor:", node.get_stack(),
"Calculated Size:", sizew, " Original Size:", node.get_wsize())
plt.show()
#===========================================================================
#Write File
#===========================================================================
file = sys.argv[2]
in_file = open(file, "r")
file2 = "out_" + file
out_file = open(file2, "w")
for line in in_file:
found = 0
for node in ptransistors:
if node.get_name() in line:
sizew = node.get_wsize() * node.get_stack() * float(wpwn_ratio)
out_file.write(node.get_name() + " " + node.get_source() +
" " + node.get_gate() + " " + node.get_drain() +
" " + node.get_bulk() + " " + node.get_ttype() +
" W=" + str(sizew) + " NF=" +
str(node.get_fingers()) + " L=" +
str(node.get_lsize()) + "\n")
found = 1
for node in ntransistors:
if node.get_name() in line:
sizew = node.get_wsize() * node.get_stack()
out_file.write(node.get_name() + " " + node.get_source() +
" " + node.get_gate() + " " + node.get_drain() +
" " + node.get_bulk() + " " + node.get_ttype() +
" W=" + str(sizew) + " NF=" +
str(node.get_fingers()) + " L=" +
str(node.get_lsize()) + "\n")
found = 1
if found != 1:
out_file.write(line)
in_file.close()
out_file.close()
return 0