From 50d686fd7353a5a81f681d7fe9e2a1b1189296e8 Mon Sep 17 00:00:00 2001 From: Ian Beaver Date: Fri, 31 Jul 2015 08:48:11 -0600 Subject: [PATCH 01/74] Added conversion function to change dict format of graphs to use ints for edges --- tools/bfutils.py | 434 ++++++++++++++++++++++++++++++----------------- 1 file changed, 279 insertions(+), 155 deletions(-) diff --git a/tools/bfutils.py b/tools/bfutils.py index 8e99086..616abe3 100644 --- a/tools/bfutils.py +++ b/tools/bfutils.py @@ -1,469 +1,558 @@ import scipy import itertools -#from progressbar import ProgressBar, Percentage -from multiprocessing import Pool,Array,Process,Manager +# from progressbar import ProgressBar, Percentage +from multiprocessing import Pool, Array, Process, Manager from numpy.random import randint import numpy as np -#import ipdb +# import ipdb import networkx as nx -#local +# local import ecj import zickle as zkl import graphkit as gk -from comparison import num2CG,nx2graph, isSclique +from comparison import num2CG, nx2graph, isSclique import itertools -def pure_directed_inc(G,D): + +def pure_directed_inc(G, D): G_un = {} # directed edges for v in D: G_un[v] = {} for w in D[v]: if G[w]: - for e in G[w]: G_un[v][e] = set([(0,1)]) + for e in G[w]: + G_un[v][e] = set([(0, 1)]) return G_un -def directed_inc(G,D): + +def directed_inc(G, D): G_un = {} # directed edges for v in D: G_un[v] = {} for w in D[v]: - if G[w] and (0,1) in D[v][w]: - for e in G[w]: G_un[v][e] = set([(0,1)]) + if G[w] and (0, 1) in D[v][w]: + for e in G[w]: + G_un[v][e] = set([(0, 1)]) return G_un -def bidirected_inc(G,D): + +def bidirected_inc(G, D): # bidirected edges for w in G: # transfer old bidirected edges for l in D[w]: - if (2,0) in D[w][l]: - G[w].setdefault(l,set()).add((2,0)) + if (2, 0) in D[w][l]: + G[w].setdefault(l, set()).add((2, 0)) # new bidirected edges - l = [e for e in D[w] if (0,1) in D[w][e]] - for pair in itertools.permutations(l,2): - G[pair[0]].setdefault(pair[1],set()).add((2,0)) + l = [e for e in D[w] if (0, 1) in D[w][e]] + for pair in itertools.permutations(l, 2): + G[pair[0]].setdefault(pair[1], set()).add((2, 0)) return G + def increment(g): ''' undersample g by 2 only works for g1 to g2 directed ''' - r = {n:{} for n in g} + r = {n: {} for n in g} for n in g: for h in g[n]: for e in g[h]: if not e in r[n]: - r[n][e] = set([(0,1)]) + r[n][e] = set([(0, 1)]) for n in g: - for pair in itertools.combinations(g[n],2): + for pair in itertools.combinations(g[n], 2): if pair[1] in r[pair[0]]: - r[pair[0]][pair[1]].add((2,0)) + r[pair[0]][pair[1]].add((2, 0)) else: - r[pair[0]][pair[1]] = set([(2,0)]) + r[pair[0]][pair[1]] = set([(2, 0)]) if pair[0] in r[pair[1]]: - r[pair[1]][pair[0]].add((2,0)) + r[pair[1]][pair[0]].add((2, 0)) else: - r[pair[1]][pair[0]] = set([(2,0)]) + r[pair[1]][pair[0]] = set([(2, 0)]) return r + def dincrement_u(G_star, G_u): # directed edges - G_un = pure_directed_inc(G_star,G_u) + G_un = pure_directed_inc(G_star, G_u) return G_un + def increment_u(G_star, G_u): # directed edges - G_un = directed_inc(G_star,G_u) + G_un = directed_inc(G_star, G_u) # bidirected edges - G_un = bidirected_inc(G_un,G_u) + G_un = bidirected_inc(G_un, G_u) return G_un + + def undersample(G, u): Gu = G for i in range(u): Gu = increment_u(G, Gu) return Gu + + def all_undersamples(G_star): glist = [G_star] while True: g = increment_u(G_star, glist[-1]) - if ecj.isSclique(g): return glist # superclique convergence + if ecj.isSclique(g): + return glist # superclique convergence # this will (may be) capture DAGs and oscillations - if g in glist: return glist + if g in glist: + return glist glist.append(g) return glist + def graph2adj(G): n = len(G) - A = scipy.zeros((n,n), dtype=np.int8) + A = scipy.zeros((n, n), dtype=np.int8) for v in G: - A[int(v)-1,[int(w)-1 for w in G[v] if (0,1) in G[v][w] ]] = 1 + A[int(v) - 1, [int(w)-1 for w in G[v] if (0, 1) in G[v][w]]] = 1 return A + + def graph2badj(G): n = len(G) - A = scipy.zeros((n,n), dtype=np.int8) + A = scipy.zeros((n, n), dtype=np.int8) for v in G: - A[int(v)-1,[int(w)-1 for w in G[v] if (2,0) in G[v][w] ]] = 1 + A[int(v) - 1, [int(w)-1 for w in G[v] if (2, 0) in G[v][w]]] = 1 return A + def adj2graph(A): - G = {str(i):{} for i in range(1,A.shape[0]+1)} + G = {str(i): {} for i in range(1, A.shape[0] + 1)} idx = np.where(A == 1) for i in range(len(idx[0])): - G['%i' % (idx[0][i]+1)]['%i' % (idx[1][i]+1)]=set([(0,1)]) + G['%i' % (idx[0][i] + 1)]['%i' % (idx[1][i]+1)] = set([(0, 1)]) return G -def adjs2graph(A,B): - names = [str(i) for i in range(1,A.shape[0]+1)] + +def adjs2graph(A, B): + names = [str(i) for i in range(1, A.shape[0] + 1)] G = {} for name in names: G[name] = {} for i in range(A.shape[0]): - for name in map(str, np.where(A[i,:]==1)[0]+1): - G[str(i+1)][name]=set([(0,1)]) + for name in map(str, np.where(A[i,:] == 1)[0]+1): + G[str(i + 1)][name] = set([(0, 1)]) for i in range(B.shape[0]): for j in range(B.shape[1]): - if B[i,j]: - if str(j+1) in G[str(i+1)]: - G[str(i+1)][str(j+1)].add((2,0)) + if B[i, j]: + if str(j + 1) in G[str(i+1)]: + G[str(i + 1)][str(j+1)].add((2, 0)) else: - G[str(i+1)][str(j+1)] = set([(2,0)]) + G[str(i + 1)][str(j+1)] = set([(2, 0)]) return G + def g2vec(g): A = graph2adj(g) B = graph2badj(g) - return np.r_[A.flatten(),B[np.triu_indices(B.shape[0])]] + return np.r_[A.flatten(), B[np.triu_indices(B.shape[0])]] + -def vec2adj(v,n): - A = np.zeros((n,n)) - B = np.zeros((n,n)) - A[:] = v[:n**2].reshape(n,n) - B[np.triu_indices(n)] = v[n**2:] - B = B+B.T - return A,B +def vec2adj(v, n): + A = np.zeros((n, n)) + B = np.zeros((n, n)) + A[:] = v[:n ** 2].reshape(n, n) + B[np.triu_indices(n)] = v[n ** 2:] + B = B + B.T + return A, B -def vec2g(v,n): - A,B = vec2adj(v,n) - return adjs2graph(A,B) + +def vec2g(v, n): + A, B = vec2adj(v, n) + return adjs2graph(A, B) # tried mutable ctypes buffer - not faster :( + + def graph2str(G): n = len(G) - d = {((0,1),):'1', ((2,0),):'0',((2,0),(0,1),):'1',((0,1),(2,0),):'1'} - A = ['0']*(n*n) + d = {((0, 1),): '1', ((2, 0),): '0',((2, 0), (0, 1),):'1',((0, 1), (2, 0),):'1'} + A = ['0'] * (n*n) for v in G: for w in G[v]: - A[n*(int(v,10)-1)+int(w,10)-1] = d[tuple(G[v][w])] + A[n * (int(v, 10)-1)+int(w, 10)-1] = d[tuple(G[v][w])] return ''.join(A) def graph2bstr(G): n = len(G) - d = {((0,1),):'0', ((2,0),):'1',((2,0),(0,1),):'1',((0,1),(2,0),):'1'} - A = ['0']*(n*n) + d = {((0, 1),): '0', ((2, 0),): '1',((2, 0), (0, 1),):'1',((0, 1), (2, 0),):'1'} + A = ['0'] * (n*n) for v in G: for w in G[v]: - A[n*(int(v,10)-1)+int(w,10)-1] = d[tuple(G[v][w])] + A[n * (int(v, 10)-1)+int(w, 10)-1] = d[tuple(G[v][w])] return ''.join(A) def adj2num(A): - s = reduce(lambda y,x: y+str(x), - A.flatten().tolist(),'') - return int(s,2) + s = reduce(lambda y, x: y + str(x), + A.flatten().tolist(), '') + return int(s, 2) + +# def g2num(G): return int(graph2str(G),2) #adj2num(graph2adj(G)) + -#def g2num(G): return int(graph2str(G),2) #adj2num(graph2adj(G)) def g2num(g): n = len(g) - n2 = n**2 + n + n2 = n ** 2 + n num = 0 - for v in range(1,n+1): + for v in range(1, n + 1): for w in g[str(v)]: - num |= (1<<(n2 - v*n - int(w,10))) + num |= (1 << (n2 - v*n - int(w, 10))) return num + def ug2num(g): n = len(g) - n2 = n**2 + n + n2 = n ** 2 + n num = 0 mask = 0 num2 = 0 for v in g: for w in g[v]: - if (0,1) in g[v][w]: - mask = (1<<(n2 - int(v,10)*n - int(w,10))) + if (0, 1) in g[v][w]: + mask = (1 << (n2 - int(v, 10)*n - int(w, 10))) num |= mask - if (2,0) in g[v][w]: num2 |= mask + if (2, 0) in g[v][w]: + num2 |= mask return num, num2 + def bg2num(g): n = len(g) - n2 = n**2 + n + n2 = n ** 2 + n num = 0 for v in g: for w in g[v]: - if (2,0) in g[v][w]: - num = num | (1<<(n2 - int(v)*n - int(w))) + if (2, 0) in g[v][w]: + num = num | (1 << (n2 - int(v)*n - int(w))) return num -#def bg2num(G): return int(graph2bstr(G),2)#adj2num(graph2badj(G)) -#def ug2num(G): return (g2num(G),bg2num(G))#(adj2num(graph2adj(G)),adj2num(graph2badj(G))) +# def bg2num(G): return int(graph2bstr(G),2)#adj2num(graph2badj(G)) +# def ug2num(G): return (g2num(G),bg2num(G))#(adj2num(graph2adj(G)),adj2num(graph2badj(G))) -def num2adj(num,n): + +def num2adj(num, n): l = list(bin(num)[2:]) - l = ['0' for i in range(0,n**2 - len(l))] + l - return scipy.reshape(map(int, l),[n,n]) -def add_bd_by_adj(G,adj): + l = ['0' for i in range(0, n ** 2 - len(l))] + l + return scipy.reshape(map(int, l), [n, n]) + + +def add_bd_by_adj(G, adj): c = 0 for e in adj: for v in range(len(e)): if e[v] == 1: try: - G[str(c+1)][str(v+1)].add((2,0)) + G[str(c + 1)][str(v+1)].add((2, 0)) except KeyError: - G[str(c+1)][str(v+1)] = set([(2,0)]) + G[str(c + 1)][str(v+1)] = set([(2, 0)]) c += 1 return G -def tuple2graph(t,n): - g = num2CG(t[0],n) - return add_bd_by_adj(g, num2adj(t[1],n)) + +def tuple2graph(t, n): + g = num2CG(t[0], n) + return add_bd_by_adj(g, num2adj(t[1], n)) + def call_undersamples(G_star): glist = [G_star] while True: g = increment_u(G_star, glist[-1]) - if g in glist: return glist + if g in glist: + return glist glist.append(g) return glist + def overshoot(G_star, H): glist = [G_star] while True: g = increment_u(G_star, glist[-1]) - if isSclique(g): return False - if gk.isedgesubset(H,g): return True - if g in glist: return False + if isSclique(g): + return False + if gk.isedgesubset(H, g): + return True + if g in glist: + return False glist.append(g) return False + def forms_loop(G_star, loop): glist = [G_star] while True: g = increment_u(G_star, glist[-1]) if (g2num(gk.digonly(g)) & loop) == loop: return True - if g in glist: return False + if g in glist: + return False glist.append(g) return False + def call_u_conflicts_d(G_star, H, checkrate=0): glist = [G_star] while True: g = dincrement_u(G_star, glist[-1]) - if gk.isedgesubset(g,H): return False - if g in glist: return True + if gk.isedgesubset(g, H): + return False + if g in glist: + return True glist.append(g) return True + def call_u_conflicts(G_star, H, checkrate=0): glist = [G_star] while True: - #g = increment_u(G_star, glist[-1]) + # g = increment_u(G_star, glist[-1]) g = directed_inc(G_star, glist[-1]) - if gk.isdedgesubset(g,H): return False + if gk.isdedgesubset(g, H): + return False g = bidirected_inc(g, glist[-1]) - if gk.isedgesubset(g,H): return False - if g in glist: return True + if gk.isedgesubset(g, H): + return False + if g in glist: + return True glist.append(g) return True + def call_u_conflicts2(G_star, H): glist = [G_star] while True: g = increment_u(G_star, glist[-1]) - if gk.isedgesubset(g,H): return False, glist - if g in glist: return True, glist + if gk.isedgesubset(g, H): + return False, glist + if g in glist: + return True, glist glist.append(g) return True, glist + def call_u_equals2(G_star, glist, H): while True: g = increment_u(G_star, glist[-1]) - if g == H: return True - if g in glist: return False + if g == H: + return True + if g in glist: + return False glist.append(g) return False + def call_u_equals(G_star, H): glist = [G_star] while True: g = increment_u(G_star, glist[-1]) - if g == H: return True - if g in glist: return False + if g == H: + return True + if g in glist: + return False glist.append(g) return False -def compact_call_undersamples(G_star,steps=None): + +def compact_call_undersamples(G_star, steps=None): glist = [ug2num(G_star)] lastgraph = G_star while True: g = increment_u(G_star, lastgraph) - if ug2num(g) in glist: return glist + if ug2num(g) in glist: + return glist glist.append(ug2num(g)) lastgraph = g return glist -def cc_undersamples(G_star,steps=1): + +def cc_undersamples(G_star, steps=1): glist = [ug2num(G_star)] lastgraph = G_star for i in xrange(steps): g = increment_u(G_star, lastgraph) n = ug2num(g) - if n in glist: return [] + if n in glist: + return [] glist.append(n) lastgraph = g return glist[-1] -def compatible(d1,d2): - idx = scipy.where(scipy.array([[r==l for l in d2] for r in d1])) + +def compatible(d1, d2): + idx = scipy.where(scipy.array([[r == l for l in d2] for r in d1])) return idx + def compat(G): n = len(G) num = g2num(G) - #sample all the graph for gStar + # sample all the graph for gStar star_l = all_undersamples(G) hits = {} - #brute force all graphs - for i in range(0, 2**(n**2)): - tmpG = num2CG(i,n) + # brute force all graphs + for i in range(0, 2 ** (n**2)): + tmpG = num2CG(i, n) tmp_l = all_undersamples(tmpG) - c = compatible(tmp_l,star_l) - if len(sum(c))>0: hits[i] = c + c = compatible(tmp_l, star_l) + if len(sum(c)) > 0: + hits[i] = c return hits -def icompat(i,nodes): + +def icompat(i, nodes): print i - g = num2CG(i,nodes) + g = num2CG(i, nodes) return compat(g) -def ilength(i,nodes): + +def ilength(i, nodes): print i - g = num2CG(i,nodes) + g = num2CG(i, nodes) return len(call_undersamples(g)) -def iall(i,nodes): + +def iall(i, nodes): print i - g = num2CG(i,nodes) + g = num2CG(i, nodes) return compact_call_undersamples(g) -def cc_all(i,nodes,steps): - #print i + +def cc_all(i, nodes, steps): + # print i g = num2CG(i, nodes) return cc_undersamples(g, steps=steps) def make_rect(l): - max_seq = max(map(len,l)) + max_seq = max(map(len, l)) nl = [] for e in l: e += [e[-1]] * (max_seq - len(e)) nl.append(e) return nl + def uniqseq(l): s = [] ltr = map(lambda *a: list(a), *l) for i in range(len(ltr)): s.append(len(np.unique(ltr[i]))) + def loadgraphs(fname): g = zkl.load(fname) return g -def savegraphs(l,fname): - zkl.save(l,fname) + +def savegraphs(l, fname): + zkl.save(l, fname) + def jason2graph(g): r = {} - d = {1: set([(0,1)]), - 2: set([(2,0)]), - 3: set([(0,1),(2,0)]) } + d = {1: set([(0, 1)]), + 2: set([(2, 0)]), + 3: set([(0, 1), (2, 0)])} for head in g: r[head] = {} for tail in g[head]: r[head][tail] = d[g[head][tail]] return r + def graph2jason(g): r = {} for head in g: r[head] = {} for tail in g[head]: - if g[head][tail] == set([(0,1)]): + if g[head][tail] == set([(0, 1)]): r[head][tail] = 1 - elif g[head][tail] == set([(2,0)]): + elif g[head][tail] == set([(2, 0)]): r[head][tail] = 2 - elif g[head][tail] == set([(0,1),(2,0)]): + elif g[head][tail] == set([(0, 1), (2, 0)]): r[head][tail] = 3 return r + def ring(n): g = {} - for i in range(1,n): - g[str(i)] = {str(i+1): set([(0,1)])} - g[str(n)] = {'1': set([(0,1)])} + for i in range(1, n): + g[str(i)] = {str(i + 1): set([(0, 1)])} + g[str(n)] = {'1': set([(0, 1)])} return g + + def addAring(g): - for i in range(1,len(g)): - if str(i+1) in g[str(i)]: - g[str(i)][str(i+1)].add((0,1)) + for i in range(1, len(g)): + if str(i + 1) in g[str(i)]: + g[str(i)][str(i + 1)].add((0, 1)) else: - g[str(i)][str(i+1)] = set([(0,1)]) + g[str(i)][str(i + 1)] = set([(0, 1)]) if '1' in g[str(len(g))]: - g[str(len(g))]['1'].add((0,1)) + g[str(len(g))]['1'].add((0, 1)) else: - g[str(len(g))]['1'] = set([(0,1)]) + g[str(len(g))]['1'] = set([(0, 1)]) -def upairs(n,k): + +def upairs(n, k): ''' n unique nonsequential pairs ''' s = set() - for p in randint(n, size=(3*k, 2)): - if p[1]-p[0] == 1: continue + for p in randint(n, size=(3 * k, 2)): + if p[1] - p[0] == 1: + continue s.add(tuple(p)) l = [e for e in s] return l[:k] -def ringarcs(g,n): - for edge in upairs(len(g),n): - g[str(edge[0]+1)][str(edge[1]+1)] = set([(0,1)]) + +def ringarcs(g, n): + for edge in upairs(len(g), n): + g[str(edge[0] + 1)][str(edge[1]+1)] = set([(0, 1)]) return g -def ringmore(n,m): - return ringarcs(ring(n),m) + + +def ringmore(n, m): + return ringarcs(ring(n), m) # talking about extra edges on top of the ring -def dens2edgenum(d, n=10): return int(d*n**2)-n -def edgenum2dens(e, n=10): return np.double(e+n)/n**2 + + +def dens2edgenum(d, n=10): + return int(d * n**2)-n + + +def edgenum2dens(e, n=10): + return np.double(e + n)/n**2 + def gtranspose(G): # Transpose (rev. edges of) G - GT = {u:{} for u in G} + GT = {u: {} for u in G} for u in G: for v in G[u]: - GT[v][u] = set([(0,1)]) # Add all reverse edges + GT[v][u] = set([(0, 1)]) # Add all reverse edges return GT + def scale_free(n, alpha=0.7, beta=0.25, delta_in=0.2, delta_out=0.2): g = nx.scale_free_graph(n, alpha=alpha, @@ -474,10 +563,45 @@ def scale_free(n, alpha=0.7, beta=0.25, addAring(g) return g + def randH(n, d1, d2): - g = bfu.ringmore(n,d1) - pairs = [x for x in itertools.combinations(g.keys(),2)] + g = bfu.ringmore(n, d1) + pairs = [x for x in itertools.combinations(g.keys(), 2)] for p in np.random.permutation(pairs)[:d2]: - g[p[0]].setdefault(p[1],set()).add((2,0)) - g[p[1]].setdefault(p[0],set()).add((2,0)) + g[p[0]].setdefault(p[1], set()).add((2, 0)) + g[p[1]].setdefault(p[0], set()).add((2, 0)) return g + + +def dict_format_converter(H): + """ Convert a graph from the set style dictionary format to the integer style + + >>> test = {'1': {'1': {(0, 1)}, + ... '2': {(0, 1), (2, 0)}, + ... '3': {(0, 1), (2, 0)}, + ... '4': {(2, 0)}, + ... '5': {(0, 1)}}, + ... '2': {'1': {(2, 0)}, '2': {(0, 1)}, '5': {(0, 1), (2, 0)}}, + ... '3': {'1': {(0, 1), (2, 0)}, '2': {(0, 1)}, '5': {(0, 1)}}, + ... '4': {'1': {(2, 0)}, + ... '2': {(0, 1)}, + ... '3': {(0, 1)}, + ... '4': {(0, 1)}, + ... '5': {(0, 1)}}, + ... '5': {'1': {(0, 1)}, '2': {(0, 1), (2, 0)}, '5': {(0, 1)}}} + >>> dict_format_converter(test) + {1: {1: 1, 2: 3, 3: 3, 4: 2, 5: 1}, 2: {1: 2, 2: 1, 5: 3}, 3: {1: 3, 2: 1, 5: 1}, 4: {1: 2, 2: 1, 3: 1, 4: 1, 5: 1}, 5: {1: 1, 2: 3, 5: 1}} + >>> + """ + H_new = {} + for vert_a in H: + H_new[int(vert_a)] = {} + for vert_b in H[vert_a]: + edge_val = 0 + if (0, 1) in H[vert_a][vert_b]: + edge_val = 1 + if (2, 0) in H[vert_a][vert_b]: + edge_val = 2 if edge_val == 0 else 3 + if edge_val: + H_new[int(vert_a)][int(vert_b)] = edge_val + return H_new From dc68da77478fe16c841ee07f25e457823eaa587e Mon Sep 17 00:00:00 2001 From: Ian Beaver Date: Mon, 3 Aug 2015 13:51:25 -0600 Subject: [PATCH 02/74] Finished converting to module and cleaning up imports, started adding tests --- README.md | 7 - allloops.zkl | Bin 5002273 -> 0 bytes bf_Gu_size.py | 67 -- circular_p.zkl | Bin 1852335 -> 0 bytes data/colors.zkl | Bin 3987 -> 0 bytes figures/shipfig.tex | 103 -- figures/shippage.sty | 31 - init.py | 13 - scripts/dbnplot.py | 77 -- scripts/g2g1runner.py | 136 --- scripts/plot.py | 64 -- scripts/plot_many.py | 52 -- scripts/rate_agnostic_runner.py | 206 ---- scripts/simplot.py | 116 --- scripts/stackedbars.py | 101 -- scripts/stackedbars_many.py | 162 ---- scripts/svar.py | 240 ----- tools/bfutils.py | 607 ------------ tools/comparison.py | 104 --- tools/dbn2latex.py | 392 -------- tools/ecj.py | 486 ---------- tools/g22g1.py | 119 --- tools/graphkit.py | 424 --------- tools/linear_model.py | 419 --------- tools/load_loops.py | 2 - tools/pc.py | 182 ---- tools/simpleloops.py | 31 - tools/testgraphs.py | 420 --------- tools/traversal.py | 1550 ------------------------------- tools/unknownrate.py | 1240 ------------------------- tools/zickle.py | 42 - 31 files changed, 7393 deletions(-) delete mode 100644 allloops.zkl delete mode 100644 bf_Gu_size.py delete mode 100644 circular_p.zkl delete mode 100644 data/colors.zkl delete mode 100644 figures/shipfig.tex delete mode 100644 figures/shippage.sty delete mode 100644 init.py delete mode 100644 scripts/dbnplot.py delete mode 100644 scripts/g2g1runner.py delete mode 100644 scripts/plot.py delete mode 100644 scripts/plot_many.py delete mode 100644 scripts/rate_agnostic_runner.py delete mode 100644 scripts/simplot.py delete mode 100644 scripts/stackedbars.py delete mode 100644 scripts/stackedbars_many.py delete mode 100644 scripts/svar.py delete mode 100644 tools/bfutils.py delete mode 100644 tools/comparison.py delete mode 100644 tools/dbn2latex.py delete mode 100644 tools/ecj.py delete mode 100644 tools/g22g1.py delete mode 100644 tools/graphkit.py delete mode 100644 tools/linear_model.py delete mode 100644 tools/load_loops.py delete mode 100644 tools/pc.py delete mode 100644 tools/simpleloops.py delete mode 100644 tools/testgraphs.py delete mode 100644 tools/traversal.py delete mode 100644 tools/unknownrate.py delete mode 100644 tools/zickle.py diff --git a/README.md b/README.md index cd5ce78..5b51df0 100644 --- a/README.md +++ b/README.md @@ -2,10 +2,3 @@ gunfolds ======== Tools to explore dynamic causal graphs in the case of undersampled data helping to unfold the apparent structure into the underlying truth. - -## dependencies ## - -1. igraph -2. latex with tikz and pdflatex -3. scipy -4. networkx diff --git a/allloops.zkl b/allloops.zkl deleted file mode 100644 index 68674933107ea15816b3e0d18eaf2c9f6e5ff560..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 5002273 zcmV)JK)b&miwFn+4?k4`|6y!wY;SLHb1r&oYyf1vOO9p9k)~;GWtnA+k(0UjMKE`1Iq?|Lx!Zn}gQ{ri9XH#z>x zx0kn{zyJBux0gSD`{ny@@1MVYdHweG>F3{l`{k!^Uw-`d{%_yj{`K3xe*f)npTGUf z>$jgief!s+zWwdrzWwokeEXLlzy12VZ$JI(Uw;0lfB%oSAHTl5ynK@XyuEyT`TX;j zpZWLSU%tM4`6B;${r=_a=a+6p% za`xB1e*69Vx4*r~um8rcIqeVs#@D&Zzx}{(xXPRS_3i(aOMU*YFPuXD`u^p2a_swm zV*H(T`t#;QZX%cXH={{~|Z|_5=UM9AEdTjl#_Y?_zx@2^PqFvddI@2+@BTFE9699_ z!gqfvY1T0HSAR;e^fGFb?|l9K<>iZ<;mf=H=aandx0hELX=cJNjLz#jqsW~2AK%_S 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