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exp_simul2.py
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exp_simul2.py
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#!/usr/bin/env python
import matplotlib
matplotlib.use('pdf')
import matplotlib.pyplot as plt
import numpy
import scipy
import csv
import math
import random
import simplejson
from estimator import chao92, qaChao92, fChao92, sChao92,nominal, vNominal, sNominal, wChao92, bChao92, dChao92, goodToulmin, vGoodToulmin, remain_switch, gt_switch, gt_marginal, gt_remaining, extrapolation, extrapolation2, extrapolation3,vRemainSwitch, unseen, twoPhase, vRemainSwitch2, minTasks, minTasks2, minTasks3, extrapolateFromSample
from datagen import generateDist, generateDataset, generateWeightedDataset, shuffleList
from dataload import simulatedData, simulatedData2, loadInstitution, loadCrowdFlowerData, loadRestaurant2, loadProduct, loadRestaurantExtSample, loadAddress
import pickle
from simulation import plotMulti, plotY1Y2, holdoutRealWorkers
######################################
###########simulated dataset##########
######################################
logscale=False
dirty = 0.2
n_items = 1000
n_rep = 10
print 'Sensitivity of Total Error Estimation'
#estimators_sim = [vNominal, chao92, lambda x:sChao92(x,shift=1),lambda x:vRemainSwitch2(x)]
#legend_sim = ['VOTING','Chao92','V-CHAO','SWITCH']
#gt_list_sim = [lambda x:gt,lambda x:gt,lambda x:gt,lambda x:gt]
estimators_sim = [lambda x:vNominal(x),chao92,lambda x:vRemainSwitch2(x)]
gt_list_sim = [lambda x:gt,lambda x:gt,lambda x:gt]
legend_sim = ['VOTING','Chao92','SWITCH']
legend_gt=["Ground Truth"]
yaxis = 'SRMSE'#'Relative Error %'
rel_err = True
err_skew = False
'''
title = 'Tradeoff: False Positives'
recall = 0.1
n_worker=50
font = 20
Xs = []
Ys = []
GTs = []
for i in range(0,120,10):
prec = float(i)/100.
d,gt,pr,re = simulatedData(items=n_items,workers=n_worker,dirty=dirty,recall=recall,fpr=1-prec,fnr=1-prec,error_type=1,err_skew=err_skew)
slist = pickle.load( open('dataset/sim_label.p','rb'))#( open('dataset/products/pair_solution.p','rb'))
(X,Y,GT) = holdoutRealWorkers(d,gt_list_sim,[n_worker],estimators_sim,rel_err=rel_err,rep=n_rep)
Xs.append(prec*100)
Ys.append(Y[0])
GTs.append(GT[0])
plotY1Y2((Xs,Ys,GTs),
legend = legend_sim,
xaxis='Precision %',
yaxis=yaxis,
title=title,
loc='upper right',
filename='plot/sim_5a.png',
logscale=logscale,
rel_err=rel_err,
font=font
)
title = 'Tradeoff: False Negatives'
precision = 1
Xs = []
Ys = []
GTs = []
for i in range(0,11,1):
rec = float(i)/100.
d,gt,pr,re = simulatedData(items=n_items,dirty=dirty,workers=n_worker,recall=rec,fpr=0.,fnr=0.,error_type=0,err_skew=err_skew)
slist = pickle.load( open('dataset/sim_label.p','rb'))#( open('dataset/products/pair_solution.p','rb'))
(X,Y,GT) = holdoutRealWorkers(d,gt_list_sim,[n_worker],estimators_sim,rel_err=rel_err,rep=n_rep)
Xs.append((rec)*100)
Ys.append(Y[0])
GTs.append(GT[0])
plotY1Y2((Xs,Ys,GTs),
legend = legend_sim,
xaxis='Coverage %',
yaxis=yaxis,
title=title,
loc='upper right',
filename='plot/sim_5c.png',
logscale=logscale,
rel_err=rel_err,
font=font
)
'''
logscale=False
dirty = 0.1
n_items = 1000
n_rep = 5
print 'Sensitivity of Total Error Estimation'
estimators_sim = [vNominal, chao92, lambda x: sChao92(x,shift=1),lambda x: vRemainSwitch2(x)]
gt_list_sim=[lambda x: gt, lambda x: gt, lambda x: gt, lambda x: gt]
legend_sim = ['VOTING','Chao92','V-CHAO(s=1)','SWITCH']
estimators_sim = [chao92]
gt_list_sim=[lambda x: gt]
legend_sim = ['Chao92']
yaxis='# Total Error'
rel_err = False
hir = 0.1 #0.1
lowr = 0.015 #30 items per task
fnr = .1 # 10%? was 1%
fpr = .01 # 1%? was 10%
fig, ax = plt.subplots(2,3,figsize=(20,7.5),sharex=True,sharey=True)
n_worker = 500
scale = 50
init = 0
ymax=200
err_skew = False
error_type = 1
title = 'False Positive Errors\n\n(b)'
print title
d,gt,prec,rec = simulatedData(items=n_items,workers=n_worker,dirty=dirty,recall=lowr,fpr=fpr,fnr=fnr, err_skew=err_skew,error_type=error_type)
min_tasks=minTasks2(d,0.8)
slist = pickle.load( open('dataset/sim_label.p','rb'))#( open('dataset/products/pair_solution.p','rb'))
(X,Y,GT) = holdoutRealWorkers(d,gt_list_sim,range(init,n_worker,scale),estimators_sim,rel_err=rel_err,rep=n_rep)
#pickle.dump((X,Y,GT),open('dataset/matrix_b.p','wb'))
#(X,Y,GT) = pickle.load(open('dataset/matrix_b.p','rb'))
plotMulti(ax[0][1], (X,Y,GT),
legend = legend_sim,
legend_gt = legend_gt,
ymax=ymax,
yaxis='',
title=title,
loc='lower right',
filename='plot/sim_00.png',
rel_err=rel_err,
min_tasks=min_tasks
)
title = 'False Negative Errors\n\n(a)'
print title
error_type = 2
d,gt,prec,rec = simulatedData(items=n_items,workers=n_worker,dirty=dirty,recall=lowr,fpr=fpr,fnr=fnr,err_skew=err_skew,error_type=error_type)
slist = pickle.load( open('dataset/sim_label.p','rb'))#( open('dataset/products/pair_solution.p','rb'))
#min_tasks=minTasks2(d,0.8)
min_tasks=minTasks3(d)
#(X,Y,GT) = holdoutRealWorkers(d,gt_list_sim,range(init,n_worker,scale),estimators_sim,rel_err=rel_err,rep=n_rep)
#pickle.dump((X,Y,GT),open('dataset/matrix_a.p','wb'))
(X,Y,GT) = pickle.load(open('dataset/matrix_a.p','rb'))
plotMulti(ax[0][0], (X,Y,GT),
legend = legend_sim,
legend_gt = legend_gt,
ymax=ymax,
vertical_y=ymax-100,
yaxis='Uniform Precision\n\n' + yaxis,
title=title,
loc='lower right',
filename='plot/sim_01.png',
rel_err=rel_err,
min_tasks=min_tasks
)
title = 'All Errors\n\n(c)'
print title
error_type = 0
d,gt,prec,rec = simulatedData(items=n_items,workers=n_worker,dirty=dirty,recall=lowr,fpr=fpr, fnr=fnr,err_skew=err_skew,error_type=error_type)
slist = pickle.load( open('dataset/sim_label.p','rb'))#( open('dataset/products/pair_solution.p','rb'))
min_tasks=minTasks2(d,0.8)
min_tasks=minTasks3(d)
(X,Y,GT) = holdoutRealWorkers(d,gt_list_sim,range(init,n_worker,scale),estimators_sim,rel_err=rel_err,rep=n_rep)
#pickle.dump((X,Y,GT),open('dataset/matrix_c.p','wb'))
#(X,Y,GT) = pickle.load(open('dataset/matrix_c.p','rb'))
plotMulti(ax[0][2], (X,Y,GT),
legend = legend_sim,
legend_gt = legend_gt,
yaxis='',
title=title,
ymax=ymax,
loc='lower right',
filename='plot/sim_02.png',
rel_err=rel_err,
min_tasks=min_tasks
)
err_skew = True
error_type = 1
title = 'False Positive Errors'
print title
d,gt,prec,rec = simulatedData(items=n_items,workers=n_worker,dirty=dirty,recall=lowr,fpr=fpr,fnr=fnr,err_skew=err_skew,error_type=error_type)
slist = pickle.load( open('dataset/sim_label.p','rb'))#( open('dataset/products/pair_solution.p','rb'))
#min_tasks=minTasks2(d,0.8)
min_tasks=minTasks3(d)
#(X,Y,GT) = holdoutRealWorkers(d,gt_list_sim,range(init,n_worker,scale),estimators_sim,rel_err=rel_err,rep=n_rep)
#pickle.dump((X,Y,GT),open('dataset/matrix_e.p','wb'))
(X,Y,GT) = pickle.load(open('dataset/matrix_e.p','rb'))
plotMulti(ax[1][1], (X,Y,GT),
legend = legend_sim,
legend_gt = legend_gt,
xaxis='Tasks',
yaxis='',
title='(e)',
ymax=ymax,
loc='lower right',
filename='plot/sim_10.png',
rel_err=rel_err,
min_tasks=min_tasks
)
title = 'False Negative Errors'
print title
error_type = 2
d,gt,prec,rec = simulatedData(items=n_items,workers=n_worker,dirty=dirty,recall=lowr,fpr=fpr,fnr=fnr,err_skew=err_skew,error_type=error_type)
slist = pickle.load( open('dataset/sim_label.p','rb'))#( open('dataset/products/pair_solution.p','rb'))
#min_tasks=minTasks2(d,0.8)
min_tasks=minTasks3(d)
#(X,Y,GT) = holdoutRealWorkers(d,gt_list_sim,range(init,n_worker,scale),estimators_sim,rel_err=rel_err,rep=n_rep)
#pickle.dump((X,Y,GT),open('dataset/matrix_d.p','wb'))
(X,Y,GT) = pickle.load(open('dataset/matrix_d.p','rb'))
plotMulti(ax[1][0], (X,Y,GT),
legend = legend_sim,
legend_gt = legend_gt,
xaxis='Tasks',
yaxis='Skewed Precision\n\n' + yaxis,
vertical_y=ymax-100,
title='(d)',
ymax=ymax,
loc='lower right',
filename='plot/sim_11.png',
rel_err=rel_err,
min_tasks=min_tasks
)
title = 'All Errors'
print title
error_type = 0
d,gt,prec,rec = simulatedData(items=n_items,workers=n_worker,dirty=dirty,recall=lowr,fpr=fpr,fnr=fnr,err_skew=err_skew,error_type=error_type)
slist = pickle.load( open('dataset/sim_label.p','rb'))#( open('dataset/products/pair_solution.p','rb'))
#min_tasks=minTasks2(d,0.8)
min_tasks=minTasks3(d)
#(X,Y,GT) = holdoutRealWorkers(d,gt_list_sim,range(init,n_worker,scale),estimators_sim,rel_err=rel_err,rep=n_rep)
#pickle.dump((X,Y,GT),open('dataset/matrix_f.p','wb'))
(X,Y,GT) = pickle.load(open('dataset/matrix_f.p','rb'))
plotMulti(ax[1][2], (X,Y,GT),
legend = legend_sim,
legend_gt = legend_gt,
xaxis='Tasks',
yaxis='',
title='(f)',
ymax=ymax,
loc='lower right',
filename='plot/sim_12.png',
rel_err=rel_err,
min_tasks=min_tasks
)
plt.legend(loc='lower center',bbox_to_anchor = (0,-0.1,1,1),ncol=5,bbox_transform=plt.gcf().transFigure)
#plt.tight_layout()
plt.savefig('plot/sim_matrix_fnr10_fpr1.png',bbox_inches='tight')
'''
print 'Figure 10, Heuristics'
n_rep=1
estimators_sim = [lambda x:vRemainSwitch2(x)]
legend_sim = ['SWITCH']
gt_list_sim = [lambda x:gt]
logscale = False
title = 'Heuristic 10% Error'
print title
recall = 0.1
n_worker=50
Xs = []
Ys = []
GTs = []
for i in range(0,11):
eps = float(i)/10.
d,gt,pr,re = simulatedData(items=n_items,workers=n_worker,dirty=dirty,recall=recall,fnr=0,fpr=0,priotized=True,eps=eps,hdirty=0.1)
slist = pickle.load( open('dataset/sim_label.p','rb'))#( open('dataset/products/pair_solution.p','rb'))
(X,Y,GT) = holdoutRealWorkers(d,gt_list_sim,[n_worker],estimators_sim,rel_err=True,rep=n_rep)
Xs.append(eps)
Ys.append(Y[0])
GTs.append(GT[0])
plotY1Y2((Xs,Ys,GTs),
legend = legend_sim,
xaxis='Epsilon ($\epsilon$)',
yaxis=yaxis,
ymax=1.0,
title=title,
loc='upper right',
filename='plot/sim_10a.png',
logscale=logscale,
rel_err=rel_err
)
title = 'Heuristic 50% Error'
print title
n_worker = 50
Xs = []
Ys = []
GTs = []
for i in range(0,11):
eps = float(i)/10.
d,gt,pr,re = simulatedData(items=n_items,workers=n_worker,dirty=dirty,recall=recall,fnr=0,fpr=0,priotized=True,eps=eps,hdirty=0.5)
slist = pickle.load( open('dataset/sim_label.p','rb'))#( open('dataset/products/pair_solution.p','rb'))
(X,Y,GT) = holdoutRealWorkers(d,gt_list_sim,[50],estimators_sim,rel_err=True,rep=n_rep)
Xs.append(eps)
Ys.append(Y[0])
GTs.append(GT[0])
plotY1Y2((Xs,Ys,GTs),
legend = legend_sim,
xaxis='Epsilon ($\epsilon$)',
yaxis=yaxis,
ymax=1.0,
title=title,
loc='upper right',
filename='plot/sim_10b.png',
logscale=logscale,
rel_err=rel_err
)
'''
"""
print 'Figure 9, Extrapolation vs. species'
legend_sim = ['OBSERVED','EXTRAPOL','SWITCH']
n_rep=1
title = 'Extrapolation vs. Species'
n_worker = 50
s_size = 25
Xs = []
Ys = []
GTs = []
for rep in range(3):
d,gt,pr,re = simulatedData(workers=n_worker,recall=1,precision=0.7)
slist = pickle.load( open('dataset/sim_label.p','rb'))#( open('dataset/products/pair_solution.p','rb'))
rows = numpy.random.randint(1000,size=s_size)
obs = numpy.sum(slist[rows]>0)
q = float(s_size)/1000.
estimators_sim = [lambda x: nominal(x),lambda x: obs/q,lambda x: vRemainSwitch2(x)]
gt_list_sim = [lambda x: gt, lambda x:gt, lambda x:gt]
(X,Y,GT) = holdoutRealWorkers(d,gt_list_sim,range(10,n_worker+5,5),estimators_sim,rel_err=False,rep=n_rep)
plotHist((X,Y,GT),
legend = legend_sim,
legend_gt = legend_gt,
xaxis='',
yaxis='Estimate (# Total Error)',
title=title,
loc='upper right',
filename='plot/sim_9b.png'
)
print 'Figure 9, # Tasks For Perfect Cleaning'
n_rep = 2
n_worker = 200
title = '# Tasks For Perfect Cleaning'
precisions = [.6, .65, .7, .75, .8, .85, .9, 1.0]
Xs, Ys, GTs = [], [], []
for precision in precisions:
estimators_sim = [lambda x: vNominal(x)]
gt_list_sim = [lambda x: gt]
d,gt,pr,re = simulatedData(items=25,workers=n_worker,recall=1,precision=precision)
slist = pickle.load( open('dataset/sim_label.p','rb'))#( open('dataset/products/pair_solution.p','rb'))
x1s = []
for r in range(n_rep):
for n_w in range(1,n_worker,5):
diff = numpy.sum(numpy.logical_xor(numpy.sum(d[:,:n_w] == 1,axis=1) > numpy.sum(d[:,:n_w] != -1,axis=1)/2, slist))
if diff == 0:
x1s.append(n_w)
break
x1 = numpy.mean(x1s)
#(X,Y1,GT) = holdoutRealWorkers(d,gt_list_sim,range(1,n_worker,1),estimators_sim,rel_err=False,rep=n_rep)
#x1 = [idx for idx, val in enumerate(Y1) if val == GT[0][0]][0]
d,gt,pr,re = simulatedData(items=75,workers=n_worker,recall=1,precision=precision)
slist = pickle.load( open('dataset/sim_label.p','rb'))#( open('dataset/products/pair_solution.p','rb'))
x2s = []
for r in range(n_rep):
for n_w in range(1,n_worker,5):
diff = numpy.sum(numpy.logical_xor(numpy.sum(d[:,:n_w] == 1,axis=1) > numpy.sum(d[:,:n_w] != -1,axis=1)/2, slist))
if diff == 0:
x2s.append(n_w)
break
x2 = numpy.mean(x2s)
#(X,Y2,GT) = holdoutRealWorkers(d,gt_list_sim,range(1,n_worker,1),estimators_sim,rel_err=False,rep=n_rep)
#x2 = [idx for idx, val in enumerate(Y2) if val == GT[0][0]][0]
d,gt,pr,re = simulatedData(items=100,workers=n_worker,recall=1,precision=precision)
slist = pickle.load( open('dataset/sim_label.p','rb'))#( open('dataset/products/pair_solution.p','rb'))
x3s = []
for r in range(n_rep):
for n_w in range(1,n_worker,5):
diff = numpy.sum(numpy.logical_xor(numpy.sum(d[:,:n_w] == 1,axis=1) > numpy.sum(d[:,:n_w] != -1,axis=1)/2, slist))
if diff == 0:
x3s.append(n_w)
break
x3 = numpy.mean(x3s)
#(X,Y3,GT) = holdoutRealWorkers(d,gt_list_sim,range(1,n_worker,1),estimators_sim,rel_err=False,rep=n_rep)
#x3 = [idx for idx, val in enumerate(Y3) if val == GT[0][0]][0]
X = range(1,n_worker,1)
Xs.append(precision)
print x1, x2, x3
Ys.append([X[int(x1)],X[int(x2)],X[int(x3)]])
GTs.append(0)
plotY1Y2((Xs,Ys,GTs),
legend = ['25 records', '75 records', '100 records'],
xaxis='Worker Accuracy',
yaxis=yaxis,
title=title,
loc='upper right',
filename='plot/sim_9a.png',
logscale=False
)
# Extrapolation experiment in Section 2
print 'Extrapolation experiment in Section 2'
estimators_extp = [lambda x:extrapolation(x,pair_solution,len(pair_solution)/50),
lambda x: extrapolation(x,pair_solution,len(pair_solution)/50),
lambda x: extrapolation(x,pair_solution,len(pair_solution)/50),
lambda x: extrapolation(x,pair_solution,len(pair_solution)/50)]
estimators_extp2 = [lambda x:extrapolation2(x,d,sample1)+obvious_err,
lambda x:extrapolation2(x,d,sample2)+obvious_err,
lambda x:extrapolation2(x,d,sample3)+obvious_err,
lambda x:extrapolation2(x,d,sample4)+obvious_err]
estimators_extp3 = [lambda x:max(0,extrapolation3(x,d,sample1)-sNominal(x)),
lambda x:max(0,extrapolation3(x,d,sample2)-sNominal(x)),
lambda x:max(0,extrapolation3(x,d,sample3)-sNominal(x)),
lambda x:max(0,extrapolation3(x,d,sample4)-sNominal(x))]
legend_extp = ['Sample 1','Sample 2','Sample 3','Sample 4']
legend_extp_ = ['Mean','3-Std']
gt_list_extp = [lambda x: gt+obvious_err]
gt_list_extp_ = [lambda x: gt]
gt_list_extp3 = [lambda x: gt_switch(x,slist)]
sample1 = loadRestaurantExtSample(['dataset/extp/restaurant-1.csv'],priotization=priotization)
sample2 = loadRestaurantExtSample(['dataset/extp/restaurant-2.csv'],priotization=priotization)
sample3 = loadRestaurantExtSample(['dataset/extp/restaurant-3.csv'],priotization=priotization)
sample4 = loadRestaurantExtSample(['dataset/extp/restaurant-4.csv'],priotization=priotization)
n_worker = 14
init = 2
scale = 1
n_rep=1
#(X,Y,GT) = holdoutRealWorkers(d,gt_list_extp,range(init,n_worker,scale),estimators_extp2,rep=n_rep)
#pickle.dump((X,Y,GT),open('dataset/rest2_results_extp.p','wb'))
(X,Y,GT) = pickle.load(open('dataset/rest2_results_extp.p','rb'))
plotExtp((X,Y,GT),
legend=legend_extp_,
legend_gt=legend_gt,
yaxis="Estimate (Total # Error)",
xaxis="Workers",
title="Total Error: Real Samples of Size 100",
ymax=-2,
filename="plot/rest2_extp2.png"
)
plotExtp(holdoutRealWorkers(d,gt_list_extp3,range(5,n_worker,scale),estimators_extp3,rel_err=False,rep=n_rep),
legend=legend_extp_,
legend_gt=legend_gt,
yaxis="Remaining Switches",
xaxis="Workers",
title="Switches: Real Samples of Size 100",
filename="plot/rest2_switch_extp2.png"
)
priotization = False
d,gt,prec,rec = loadRestaurant2(['dataset/good_worker/restaurant_additional.csv','dataset/good_worker/restaurant_new.csv'],priotization=priotization)
pair_solution = pickle.load( open('dataset/pair_solution.p','rb') )
slist = pair_solution.values()
sample1 = loadRestaurantExtSample(['dataset/extp/restaurant-1.csv'],priotization=priotization)
sample2 = loadRestaurantExtSample(['dataset/extp/restaurant-2.csv'],priotization=priotization)
sample3 = loadRestaurantExtSample(['dataset/extp/restaurant-3.csv'],priotization=priotization)
sample4 = loadRestaurantExtSample(['dataset/extp/restaurant-4.csv'],priotization=priotization)
plotHist(holdoutRealWorkers(d,gt_list_extp_,range(5,n_worker,scale),estimators_extp,rep=n_rep),
legend=legend_extp,
legend_gt=legend_gt,
yaxis="Estimate (Total # Error)",
xaxis="",
titlt="Total Error: Simulated 2% Samples",
filename="plot/rest2_extp_hist.png",
)
"""