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import math, numpy, sklearn.metrics.pairwise as sk
from cvxopt import matrix, solvers
import random, sys
from sklearn import svm
FixedBetaValue = 1.0
"""
Compute instance (importance) weights using Kernel Mean Matching.
Returns a list of instance weights for training data.
"""
def kmm(Xtrain, Xtest, sigma):
n_tr = len(Xtrain)
n_te = len(Xtest)
# calculate Kernel
print('Computing kernel for training data ...')
# 0.001取得最好的结果0.01
K_ns = sk.rbf_kernel(Xtrain, Xtrain)
# make it symmetric
K = 0.9 * (K_ns + K_ns.transpose())
# calculate kappa
print('Computing kernel for kappa ...')
kappa_r = sk.rbf_kernel(Xtrain, Xtest)
ones = numpy.ones(shape=(n_te, 1))
kappa = numpy.dot(kappa_r, ones)
kappa = -(float(n_tr) / float(n_te)) * kappa
# calculate eps
eps = (math.sqrt(n_tr) - 1) / math.sqrt(n_tr)
# constraints
A0 = numpy.ones(shape=(1, n_tr))
A1 = -numpy.ones(shape=(1, n_tr))
A = numpy.vstack([A0, A1, -numpy.eye(n_tr), numpy.eye(n_tr)])
b = numpy.array([[n_tr * (eps + 1), n_tr * (eps - 1)]])
b = numpy.vstack([b.T, -numpy.zeros(shape=(n_tr, 1)), numpy.ones(shape=(n_tr, 1)) * 1000])
print('Solving quadratic program for beta ...')
P = matrix(K, tc='d')
q = matrix(kappa, tc='d')
G = matrix(A, tc='d')
h = matrix(b, tc='d')
beta = solvers.qp(P, q, G, h)
return [i for i in beta['x']]
"""
Kernel width is the median of distances between instances of sparse data
"""
def computeKernelWidth(data):
dist = []
for i in range(len(data)):
for j in range(i + 1, len(data)):
# s = self.__computeDistanceSq(data[i], data[j])
# dist.append(math.sqrt(s))
dist.append(numpy.sqrt(numpy.sum((numpy.array(data[i]) - numpy.array(data[j])) ** 2)))
return numpy.median(numpy.array(dist))
def read_data_set(filename):
with open(filename) as f:
data = f.readlines()
maxvar = 0
classList = []
data_set = []
for i in data:
d = {}
if filename.endswith('.arff'):
if '@' not in i:
features = i.strip().split(',')
class_name = features.pop()
if class_name not in classList:
classList.append(class_name)
d[-1] = float(classList.index(class_name))
for j in range(len(features)):
d[j] = float(features[j])
maxvar = len(features)
else:
continue
data_set.append(d)
return (data_set, classList, maxvar)
def getFixedBeta(value, count):
beta = []
for c in range(count):
beta.append(value)
return beta
def getBeta(trainX, testX, maxvar):
beta = []
# gammab = 0.001
gammab = computeKernelWidth(trainX)
print("Gammab:", gammab)
beta = kmm(trainX, testX, gammab)
print("{0} Beta: {1}".format(len(beta), beta))
return beta
def checkAccuracy(result, testY):
p = 0
for i, v in enumerate(result):
if v == testY[i]:
p += 1
acc = p * 100 / len(result)
# print(result)
print("ACC:{0}%, Total:{1}/{2} with positive {3}".format(acc, len(result), len(testY), p))
return acc
def separateData(data, maxvar):
dataY = []
dataX = []
for d in data:
dataY.append(d[-1])
covar = []
for c in range(maxvar):
if c in d:
covar.append(d[c])
else:
covar.append(0.0)
dataX.append(covar)
return (dataX, dataY)
def buildModel(trainX, trainY, beta, testX, testY, svmParam, maxvar,testdata):
# Tune parameters here...
#csf = svm.SVC(C=float(svmParam['c']), kernel='rbf', gamma=float(svmParam['g']), probability=True)
train = separateData(testdata, maxvar)
# H 测试样本分类结果
# TrainS 原训练样本 np数组
# TrainA 辅助训练样本
# LabelS 原训练样本标签
# LabelA 辅助训练样本标签
# Test 测试样本
# N 迭代次数
beta = getBeta(train[0], trainX, maxvar)
pred = tradaboost(trainX, train[0], trainY, train[1], testX, 4,beta)
#csf.fit(trainX, trainY, sample_weight=beta)
beta_fixed = getFixedBeta(FixedBetaValue, len(trainX))
csf2 = svm.SVC(C=float(svmParam['c']), kernel='rbf', gamma=float(svmParam['g']), probability=False)
csf2.fit(trainX, trainY, sample_weight=beta_fixed)
# predict and gather results
#result = csf.predict(testX)
acc = checkAccuracy(pred, testY)
result2 = csf2.predict(testX)
acc2 = checkAccuracy(result2, testY)
return (acc, acc2)
from TR.TrAdaboost2 import *
def train(traindata, testdata, maxvar):
svmParam = {'c': 131072, 'g': 0.0001}
train = separateData(traindata[:250], maxvar)
trainX = train[0]
trainY = train[1]
print("trainX"+str(len(trainX)))
test = separateData(traindata[250:], maxvar)
testX = test[0]
testY = test[1]
print("testX"+str(len(testX)))
print(type(trainX))
beta = getBeta(trainX, testX, maxvar)
# Model training
result = buildModel(trainX, trainY, beta, testX, testY, svmParam, maxvar,testdata)
return result
#MAIN METHOD
def main():
#reading train data file
train_data_set,train_classList,train_maxVar=read_data_set("./apps_data_k100/datafile-qrsnc2a7k20.c0.d4.C23.N2000.t16.T4.D1.E1.F1.G1.H1.I1.B16.J8.K300.L0.05.M100.A1.V0.P0.G0.l0.0.b600-train.arff")
# reading test data file
test_data_set,test_classList,test_maxVar=read_data_set("./apps_data_k100/datafile-qrsnc2a7k20.c0.d4.C23.N2000.t16.T4.D1.E1.F1.G1.H1.I1.B16.J8.K300.L0.05.M100.A1.V0.P0.G0.l0.0.b600-test.arff")
if(train_maxVar>=test_maxVar):
mxVar=train_maxVar
else:
mxVar=test_maxVar
#Gathering Accuracies
res1,res2=train(train_data_set,test_data_set,mxVar)
print("Accuracy without KMM:{0}%".format(res1))
print("Accuracy with KMM:{0}%".format(res2))
if __name__ == '__main__':
main()