def get_support_fields(X,Y):
'''
Function for getting support fields
'''
rlr = RLR() #建立随机逻辑回归模型，筛选变量
rlr.fit(X, Y) #训练模型
rlr.get_support() #获取特征筛选结果，也可以通过.scores_方法获取各个特征的分数
print rlr.scores_
print(u'有效特征为：%s' % (','.join(data.columns[rlr.get_support()])).decode('utf-8'))
X = data[data.columns[rlr.get_support()]].as_matrix() #筛选好特征
return X
def randomized_Logistic_regression(self): X = self.data[:,1:len(self.data[0])] y = self.data[:,0] randomized_logistic = RandomizedLogisticRegression() randomized_logistic.fit(X,y) a = randomized_logistic.get_support() selected = np.where(a)
def randomized_Logistic_regression(self):
X = self.data[:, 1:len(self.data[0])]
y = self.data[:, 0]
randomized_logistic = RandomizedLogisticRegression()
randomized_logistic.fit(X, y)
a = randomized_logistic.get_support()
selected = np.where(a)
def get_features(X_train, y_train, names, selection_threshold=0.2):
print('\ngetting features with randomized logistic regression...')
print('using a selection threshold of {}'.format(selection_threshold))
randomized_logistic = RandomizedLogisticRegression(
selection_threshold=selection_threshold)
randomized_logistic.fit(X_train, y_train)
mask = randomized_logistic.get_support()
features = np.array(names)[mask]
print('found {} ngrams:'.format(len([f for f in features])))
print([f for f in features])
return features
def getElgiibleFeatures(allFeatureParam, allLabelParam):
'''
reff for paper :
http://scikit-learn.org/stable/modules/feature_selection.html#randomized-l1
http://scikit-learn.org/stable/modules/generated/sklearn.linear_model.RandomizedLogisticRegression.html
'''
logiRegObj = RandomizedLogisticRegression()
logiRegObj.fit(allFeatureParam, allLabelParam)
### Output ###
#print "Model score: ", logiRegObj.scores_
eligible_indices = logiRegObj.get_support(indices=True)
return eligible_indices
def logistic(X_train, X_test, y_train, y_test):
from sklearn.linear_model import LogisticRegression as LR
from sklearn.linear_model import RandomizedLogisticRegression as RLR
#特征工程
rlr = RLR()
rlr.fit(X_train, y_train)
print(rlr.get_support())
x = X_train[X_train.columns[rlr.get_support()]].as_matrix()
x_test = X_test[X_test.columns[rlr.get_support()]].as_matrix()
'''
x=X_train
x_test=X_test
'''
#逻辑回归
lr = LR()
lr.fit(x, y_train)
pred_prob_train = lr.predict_proba(x)
pred_prob = lr.predict_proba(x_test)
print('logistic')
predicts = lr.predict(x_test)
metrics_result(y_test, predicts)
return pred_prob, pred_prob_train
def logistic_regression():
# 参数初始化
filename = SRC_PATH + '/data/bankloan.xls'
data = pd.read_excel(filename)
print data.head()
print data.tail()
x = data.iloc[:, :8].as_matrix()
y = data.iloc[:, 8].as_matrix()
print x, y
rlr = RLR() # 建立随机逻辑回归模型，筛选变量
rlr.fit(x, y) # 训练模型
rlr.get_support() # 获取特征筛选结果，也可以通过.scores_方法获取各个特征的分数
print(u'通过随机逻辑回归模型筛选特征结束。')
# print(u'有效特征为：%s' % ','.join(data.columns[rlr.get_support()]))
# x = data[data.columns[rlr.get_support()]].as_matrix() # 筛选好特征
lr = LR() # 建立逻辑货柜模型
lr.fit(x, y) # 用筛选后的特征数据来训练模型
print(u'逻辑回归模型训练结束。')
print(u'模型的平均正确率为：%s' % lr.score(x, y)) # 给出模型的平均正确率，本例为81.4%
def programmer_1():
filename = "data/bankloan.xls"
data = pd.read_excel(filename)
x = data.iloc[:, :8].as_matrix()
y = data.iloc[:, 8].as_matrix()
rlr = RLR()
rlr.fit(x, y)
rlr_support = rlr.get_support()
support_col = data.drop('违约', axis=1).columns[rlr_support]
print(
"rlr_support_columns: {columns}".format(columns=','.join(support_col)))
x = data[support_col].as_matrix()
lr = LR()
lr.fit(x, y)
print("lr: {score}".format(score=lr.score(x, y)))
def programmer_1():
filename = "data/bankloan.xls"
data = pd.read_excel(filename)
x = data.iloc[:, :8].as_matrix()
y = data.iloc[:, 8].as_matrix()
rlr = RLR()
rlr.fit(x, y)
rlr_support = rlr.get_support()
support_col = data.drop('违约', axis=1).columns[rlr_support]
print(
"rlr_support_columns: {columns}".format(columns=','.join(support_col)))
x = data[support_col].as_matrix()
lr = LR()
lr.fit(x, y)
print("lr: {score}".format(score=lr.score(x, y)))
def tipdm_chapter5_test():
# 参数初始化
filename = '../../../MyFile/chapter5/data/bankloan.xls'
data = pd.read_excel(filename)
x = data.iloc[:,:8].as_matrix()
y = data.iloc[:,8].as_matrix()
# feature selection
rlr = RLR() # 建立随机逻辑回归模型，筛选变量
rlr.fit(x, y) # 训练模型
features = rlr.get_support() # 获取特征筛选结果，也可以通过.scores_方法获取各个特征的分数
print(u'通过随机逻辑回归模型筛选特征结束。')
print(u'有效特征为： {0}'.format(','.join(data.columns[features])))
x = data[data.columns[features]].as_matrix() # 筛选好特征
# training and test
lr = LR() # 建立逻辑货柜模型
lr.fit(x, y) # 用筛选后的特征数据来训练模型
print(u'逻辑回归模型训练结束。')
print(u'模型的平均正确率为： {0}'.format(lr.score(x, y))) # 给出模型的平均正确率
def programmer_1():
# 参数初始化
filename = r'bankloan.xls'
data = pd.read_excel(filename)
x = data.iloc[:, :8].as_matrix() # 使用pandas读取文件 就可以不用管label column标签
y = data.iloc[:, 8].as_matrix()
rlr = RLR() # 建立随机逻辑回归模型，进行特征选择和变量筛选
rlr.fit(x, y) # 训练模型
egeList = rlr.get_support() # 获取筛选后的特征
egeList = np.append(
egeList, False) # 往numpy数组中 添加一个False元素 使用np.append(array,ele)方法
print("rlr.get_support():")
print(egeList)
print(u'随机逻辑回归模型特征选择结束！！！')
print(u'有效特征为：%s' % ','.join(data.columns[egeList]))
x = data[data.columns[egeList]].as_matrix() # 筛选好特征值
lr = LR() # 建立逻辑回归模型
lr.fit(x, y) # 用筛选后的特征进行训练
print(u'逻辑回归训练模型结束！！！')
print(u'模型的平均正确率：%s' % lr.score(x, y)) # 给出模型的平均正确率，本例为81.4%
def pick_variables(self,
descover=True,
method="rlr",
threshold=0.25,
auto_pick=True): #默认阈值0.25
#挑选变量助手(特征选择)
if method == "rlr":
"""
#顶层特征选择算法
#随机逻辑回归选择与y线性关系的变量(稳定性选择1)。
#在不同数据子集和特征子集上运行特征选择算法(rlr)，最终汇总选择结果
#不同的子集上建立模型，然后汇总最终确定特征得分
稳定性选择是一种基于二次抽样和选择算法相结合较新的方法，选择算法可以是回归、SVM或其他类似的方法。
它的主要思想是在不同的数据子集和特征子集上运行特征选择算法，不断的重复，最终汇总特征选择结果，
比如可以统计某个特征被认为是重要特征的频率（被选为重要特征的次数除以它所在的子集被测试的次数）。
理想情况下，重要特征的得分会接近100%。稍微弱一点的特征得分会是非0的数，而最无用的特征得分将会接近于0。
RandomizedLogisticRegression()
fit(X, y) Fit the model using X, y as training data.
fit_transform(X[, y]) Fit to data, then transform it.
get_params([deep]) Get parameters for this estimator.
get_support([indices]) Get a mask, or integer index, of the features selected
inverse_transform(X) Reverse the transformation operation
set_params(**params) Set the parameters of this estimator.
transform(X) Reduce X to the selected features.
"""
rlr = RandomizedLogisticRegression(
selection_threshold=threshold) #随机逻辑回归
rlr.fit(self.X_train, self.y_train)
scoretable = pd.DataFrame(rlr.all_scores_,
index=self.X_train.columns,
columns=['var_score']) #汇总最终确定特征得分
columns_need = list(self.X_train.columns[rlr.get_support(
)]) # Get a mask, or integer index, of the features selected
self.X_train = self.X_train[columns_need]
self.X_test = self.X_test[columns_need]
columns_need.append("y")
if auto_pick:
self.picked_data = self.data[columns_need]
return scoretable
def data_proc(self):
self.load_data()
# iloc，完全基于位置的索引,[]中的第一个值是从第几行到第几行，第二个是从第几列到第几列
x = self.data.iloc[:, :8].as_matrix()
y = self.data.iloc[:, 8].as_matrix()
#先使用随机变量模型进行属性的筛选
rlr = RLR()
rlr.fit(x, y) #训练模型
rlr.get_support() #获取特征筛选结果，也可以通过.scores获得各个特征的分数
print("有效特征为%s" % ','.join(self.data.columns[rlr.get_support()]))
x = self.data[data.columns[rlr.get_support()]].as_matrix() #筛选之后的特征
rlr.get_support()
lr = LR(class_weight={
0: 0.9,
1: 0.1
}) # 分类权重，避免误分类代价比较高时使用，class_weight='balanced'自行处理，或者像代码中那样设置
#lr.fit(x, y,sample_weight=[1,2,3,5,4,9,8,10])
lr.fit(x, y, sample_weight=[1, 2, 3, 5, 4]) #样本权重，设置每一行数据的重要性，一行数据一个值
result = lr.predict([[24, 2, 2, 0, 28, 17.3, 1.79, 3.06]])
print('模型的正确率是：%s,预测结果是 %d' % (lr.score(x, y), result))
import pandas as pda
fname = "C:/Users/Administrator/Desktop/data/luqu.xls"
dataf = pda.read_excel(fname)
#DataFrame.as_matrix: Convert the frame to its Numpy-array representation
#DataFrame.iloc: Purely integer-location based indexing for selection by position
x = dataf.iloc[:, 1:4].as_matrix()
y = dataf.iloc[:, 0:1].as_matrix()
from sklearn.linear_model import LogisticRegression as LR
from sklearn.linear_model import RandomizedLogisticRegression as RLR
r1 = RLR()
r1.fit(x, y)
eff = r1.get_support()#find the effective features, remove noneffective ones
#print(dataf.columns[eff])
t = dataf[dataf.columns[r1.get_support()]].as_matrix()
r2 = LR()
r2.fit(t, y)
print("training ends")
print("accuracy: " + str(r2.score(x,y))) #score():Returns the mean accuracy on the given test data and labels
#-*- coding: utf-8 -*- #逻辑回归 自动建模 import pandas as pd from sklearn.linear_model import LogisticRegression as LR from sklearn.linear_model import RandomizedLogisticRegression as RLR #参数初始化 filename = '../data/bankloan.xls' data = pd.read_excel(filename) x = data.iloc[:,:8].as_matrix()#8个属性 y = data.iloc[:,8].as_matrix()#第九列 结果标签 #稳定性选择方法 挑选特征 rlr = RLR(selection_threshold=0.5) #建立随机逻辑回归模型，筛选变量 特征筛选用了默认阈值0.25 rlr.fit(x, y) #训练模型 rlr.get_support() #获取特征筛选结果 print(u'通过随机逻辑回归模型筛选特征结束。') print(u'有效特征为：%s' % ','.join(data.columns[rlr.get_support()])) x = data[data.columns[rlr.get_support()]].as_matrix() #筛选好特征,重新训练模型 lr = LR() #建立逻辑货柜模型 lr.fit(x, y) #用筛选后的特征数据来训练模型 print(u'逻辑回归模型训练结束。') print(u'模型的平均正确率为：%s' % lr.score(x, y))
#-*- coding:utf-8 -*-
# Peishichao
import pandas as pd
filename = '../data/bankloan.xls'
data = pd.read_excel(filename)
x = data.iloc[:, :8].as_matrix()
y = data.iloc[:, 8].as_matrix()
from sklearn.linear_model import LogisticRegression as LR
from sklearn.linear_model import RandomizedLogisticRegression as RLR
rlr = RLR()
rlr.fit(x, y)
rlr.get_support()
print(rlr.get_support())
print('end')
#print('Feature: %s ' % ','.join(data.columns[rlr.get_support()]))
x = data[data.columns[rlr.get_support()]].as_matrix()
print(x)
lr = LR()
lr.fit(x, y)
print('end')
print('accur: %s' % lr.score(x, y))
def runTest(featmat_train, outcome_train_lbl, featmat_test, outcome_test_lbl,
sel, paramsDict, bestmodelnum):
print("Running Test for #{0} ({1})".format(TEST_PERSON_NUM,
TEST_PERSON_DEVICE_ID))
X_train_allfg = featmat_train.values
Y_train = outcome_train_lbl.values
# Y_train = Y_train.reshape(Y_train.size, 1)# does this help?
featnames_allfg = featmat_train.columns
X_test_allfg = featmat_test.values
Y_test = outcome_test_lbl.values
Y_true = Y_test[0]
sel_featnames_per_fg = {}
sel_featnames_list_ordered = []
sel_X_train = []
sel_X_test = []
countNumSel = 0
fgi = 0
for s in suffix_list:
fgi = fgi + 1
# print fgi,
suffix_list_str = ",".join(s)
fgidxs = fgColIdxs[suffix_list_str]
X_train = X_train_allfg[:, fgidxs]
X_test = X_test_allfg[:, fgidxs]
featnames_fg = featnames_allfg[fgidxs]
# continue if empty
if X_train.shape[1] == 0:
continue
## scaling
scaler = StandardScaler()
X_train = scaler.fit_transform(X_train)
X_test = scaler.transform(X_test)
# variance thresholding
vartransform = VarianceThreshold()
X_train = vartransform.fit_transform(X_train)
X_test = vartransform.transform(X_test)
varthres_support = vartransform.get_support()
featnames_fg = featnames_fg[varthres_support]
## feature selection
if sel == "rlog":
#print (X_train.shape)
randomized_rlog = RandomizedLogisticRegression(**paramsDict)
X_train = randomized_rlog.fit_transform(X_train, Y_train)
X_test = randomized_rlog.transform(X_test)
chosen_col_idxs = randomized_rlog.get_support()
#print (len(featnames_fg))
#print (len(chosen_col_idxs))
if len(chosen_col_idxs) > 0:
featnames_fg_chosen = list(featnames_fg[chosen_col_idxs])
sel_featnames_per_fg[suffix_list_str] = featnames_fg_chosen
sel_featnames_list_ordered = sel_featnames_list_ordered + featnames_fg_chosen
sel_X_train.append(X_train)
sel_X_test.append(X_test)
countNumSel = countNumSel + len(featnames_fg_chosen)
else:
raise ("Unrecognized sel (feature selection algorithm)")
## feature selection: sel{sel{fg1}.....sel{fg45}}
X_train_concat = np.hstack(sel_X_train)
X_test_concat = np.hstack(sel_X_test)
print("\nSum of number of features selected from all fgs = {0}".format(
countNumSel))
print("Concatenated X_train has {0} features".format(
X_train_concat.shape[1]))
print("Concatenated X_test has {0} features".format(
X_test_concat.shape[1]))
if sel == "rlog":
randomized_rlog = RandomizedLogisticRegression(**paramsDict)
X_train_concat = randomized_rlog.fit_transform(X_train_concat, Y_train)
X_test_concat = randomized_rlog.transform(X_test_concat)
chosen_col_idxs = randomized_rlog.get_support()
sel_featnames_list_ordered = np.array(sel_featnames_list_ordered)
chosen_col_idxs = np.array(chosen_col_idxs)
chosen_cols_final = sel_featnames_list_ordered[chosen_col_idxs]
else:
raise ("Unrecognized sel (feature selection algorithm)")
print("Final number of features in model = {0}".format(
X_train_concat.shape[1]))
# GBCT
if modelname == "GBC":
clf = GradientBoostingClassifier(random_state=0)
elif modelname == "LOGR":
clf = LogisticRegression(random_state=0,
C=paramsDict["C"],
tol=1e-3,
penalty="l1",
n_jobs=paramsDict["n_jobs"],
intercept_scaling=1,
class_weight="balanced")
else:
raise ("Unrecognized model name")
clf.fit(X_train_concat, Y_train)
pred = clf.predict(X_test_concat)
pred_proba = clf.predict_proba(X_test_concat)
Y_pred = pred[0]
Y_pred_proba = pred_proba[0][1]
## Logging test_person_test.csv - outputs 1 line only
## did, sel, selParams, Y_pred, Y_pred_proba, Y_true, chosen_cols_final, suffix_list_str : sel_featnames_per_fg[suffix_list_str] in separate columns
chosen_cols_final_str = ",".join(chosen_cols_final)
paramsDict_str = ','.join("%s:%r" % (key, val)
for (key, val) in paramsDict.iteritems())
fgIdxs_str = ','.join("%s:%r" % (key, val)
for (key, val) in fgIdxs.iteritems())
cnts_per_lbl_dict = getValueCounts(outcome_train_lbl, outcome_test_lbl)
cnts_per_lbl_str = ','.join("%s:%r" % (key, val)
for (key,
val) in cnts_per_lbl_dict.iteritems())
dfout = pd.DataFrame({
"did": [TEST_PERSON_DEVICE_ID],
"cnts_per_lbl": [cnts_per_lbl_str],
"sel": [sel],
"selParams": [paramsDict_str],
"Y_pred": [Y_pred],
"Y_pred_proba": [Y_pred_proba],
"Y_true": [Y_true],
"fgIdxs": [fgIdxs_str],
"sel_final": [chosen_cols_final_str]
})
dfout = dfout.set_index("did")
cols = [
"cnts_per_lbl", "sel", "selParams", "Y_pred", "Y_pred_proba", "Y_true",
"fgIdxs", "sel_final"
]
for s in suffix_list:
suffix_list_str = ",".join(s)
if suffix_list_str in sel_featnames_per_fg:
sel_feats_fg_str = ",".join(sel_featnames_per_fg[suffix_list_str])
else:
sel_feats_fg_str = ""
dfcol = pd.DataFrame({
"did": [TEST_PERSON_DEVICE_ID],
"sel_{0}".format(suffix_list_str): [sel_feats_fg_str]
})
dfcol = dfcol.set_index("did")
dfout = pd.concat([dfout, dfcol], axis=1)
cols.append("sel_{0}".format(suffix_list_str))
dfout.to_csv(
folderpath +
"{0}_test_model{1}.csv".format(TEST_PERSON_DEVICE_ID, bestmodelnum),
columns=cols,
header=True)
print("{0} minutes elapsed since start of program ".format(
(time.time() - STARTTIME) / 60.0))
return (Y_pred, Y_pred_proba)
#-*- coding: utf-8 -*- #逻辑回归 自动建模 import pandas as pd #参数初始化 filename = '../data/bankloan.xls' data = pd.read_excel(filename) x = data.iloc[:, :8].as_matrix() y = data.iloc[:, 8].as_matrix() from sklearn.linear_model import LogisticRegression as LR from sklearn.linear_model import RandomizedLogisticRegression as RLR rlr = RLR() #建立随机逻辑回归模型，筛选变量 rlr.fit(x, y) #训练模型 rlr.get_support() #获取特征筛选结果，也可以通过.scores_方法获取各个特征的分数 print(u'通过随机逻辑回归模型筛选特征结束。') print(u'有效特征为：%s' % ','.join(data.columns[rlr.get_support()])) x = data[data.columns[rlr.get_support()]].as_matrix() #筛选好特征 lr = LR() #建立逻辑货柜模型 lr.fit(x, y) #用筛选后的特征数据来训练模型 print(u'逻辑回归模型训练结束。') print(u'模型的平均正确率为：%s' % lr.score(x, y)) #给出模型的平均正确率，本例为81.4%
Index(['年龄', '教育', '工龄', '地址', '收入', '负债率', '信用卡负债', '其他负债', '违约'], dtype='object')
'''
features = b_data.iloc[:,:8]
#print(type(features)) #<class 'pandas.core.frame.DataFrame'>
features = features.as_matrix() #从pandas数据框转到numpy的ndarray
#print(type(features)) #<class 'numpy.ndarray'>
labels = b_data.iloc[:,8].as_matrix()
randomized_logistic = RandomizedLogisticRegression() #随机logistic回归模型，用于筛选变量
randomized_logistic.fit(features,labels) #训练随机logistic回归模型
print(randomized_logistic.scores_) #获取各个特征的分数
'''
[ 0.105 0.085 1. 0.425 0. 1. 0.545 0.03 ]
'''
print(randomized_logistic.get_support()) #随机logistic回归模型的筛选结果
'''
[False False True True False True True False]
'''
#随机logistic回归模型属于稳定性选择中的一种
print('(稳定性选择)有效特征：%s'%','.join(b_data.columns[:-1][randomized_logistic.get_support()]))
'''
(稳定性选择)有效特征：工龄,地址,负债率,信用卡负债
'''
feat_1 = b_data[b_data.columns[:-1][randomized_logistic.get_support()]].as_matrix()
estimator = SVR(kernel="linear")
RFE_selector = RFE(estimator=estimator, n_features_to_select=None, step=1)
RFE_selector.fit(features,labels)
print(RFE_selector.support_)
'''
# -*- coding:utf-8 -*- import pandas as pd filename = '../data/bankloan.xls' data = pd.read_excel(filename) x = data.iloc[:,:8].as_matrix() y = data.iloc[:,8].as_matrix() from sklearn.linear_model import LogisticRegression as LR from sklearn.linear_model import RandomizedLogisticRegression as RLR rlr = RLR() #建立随机逻辑回归模型,复筛选变量 rlr.fit(x, y) #训练模型 rlr.get_support() #获取特征筛选变量 print(u'有效特征为:%s' % ','.join(data.columns[rlr.get_support()])) x = data[data.columns[rlr.get_support()]].as_matrix() #筛选锟斤拷锟斤拷锟斤拷 lr = LR() #建立逻辑回归模型 lr.fit(x, y) #训练模型 print(u'模型的平均正确率:%s' % lr.score(x, y))
X = Fwe.transform(X)
featureNames = featureNames[Fwe.get_support()]
print("F-test filter ->", X.shape)
FeatSelection_SVM = True
FeatSelection_RandLogReg = False
if FeatSelection_RandLogReg == True:
LogRegFeats = RandomizedLogisticRegression(C=5,
scaling=0.5,
sample_fraction=0.8,
n_resampling=60,
selection_threshold=0.2,
n_jobs=-1)
X = LogRegFeats.fit_transform(X, y)
featureNames = featureNames[LogRegFeats.get_support()]
print("RandomizedLogisticRegression Feature Selection ->:", X.shape)
elif FeatSelection_SVM == True:
X = LinearSVC(C=1, penalty="l1", dual=False,
class_weight='auto').fit_transform(X, y)
# X= LogisticRegression(C=0.01,class_weight='auto').fit_transform(X, y)
featureNames = featureNames[LogRegFeats.get_support()]
print("SVC Transformed X:", X.shape)
'''
print("Plot #Feats vs Classification performance:")
PlotPerfPercentFeatures(X_LR,y,est=SVC(C=100))
'''
KFilt = None
# KFilt=200
# -*- coding: utf-8 -*-
"""
Created on Wed Jan 24 22:27:16 2018
@author: fan
第一题：
data1 是40名癌症病人的一些生存资料，其中，X1表示生活行动能力评分（1~100），X2表示病人的年龄，X3表示由诊断到直入研究时间（月）；X4表示肿瘤类型，X5把ISO两种疗法（“1”是常规，“0”是试验新疗法）；Y表示病人生存时间（“0”表示生存时间小于200天，“1”表示生存时间大于或等于200天）
试建立Y关于X1~X5的logistic回归模型
"""
from numpy import *
import pandas as pd
data = pd.read_table('data1.txt', encoding='gbk')
x = data.iloc[:, 1:6].as_matrix()
y = data.iloc[:, 6].as_matrix()
from sklearn.linear_model import LogisticRegression as LR
from sklearn.linear_model import RandomizedLogisticRegression as RLR
rlr = RLR()
rlr.fit(x, y)
rlr.get_support()
fit_x = data[data.columns[rlr.get_support()]].as_matrix() #筛选好特征
lr = LR()
lr.fit(fit_x, y)
lr.score(fit_x, y)
#正确率水平为 75%
'''
第二题：
data2 是关于重伤病人的一些基本资料。自变量X是病人的住院天数，因变量Y是病人出院后长期恢复
的预后指数，指数数值越大表示预后结局越好。
'''
for i in range(100):
print("Working on: %s (%d of 100)" % (st, (i + 1)))
rlr = RandomizedLogisticRegression(
n_resampling=5000, C=lr_mean.C, selection_threshold=st, n_jobs=2)
rlr.fit(X, y)
X_rlr = rlr.transform(X)
if X_rlr.size:
cv_scores_rlr = cross_val_score(
lr_mean, X_rlr, y, scoring="roc_auc", cv=StratifiedKFold(9))
rlr_tmp = {
"st": st,
"cv_score": cv_scores_rlr.mean(),
"cv_std": cv_scores_rlr.std(),
"n_features": sum(rlr.get_support())
}
rlr_grid_search = rlr_grid_search.append(
rlr_tmp, ignore_index=True)
rlr_grid_search_mean = rlr_grid_search.groupby(by="st").mean()
rlr_grid_search_mean["n_feat_std"] =\
rlr_grid_search.groupby(by="st").std()["n_features"]
rlr_grid_search_mean["cv_score_std"] = rlr_grid_search.groupby(
by="st").std()["cv_score"]
rlr_grid_search_mean.to_csv("ispc_grid_search_mean.csv", index=False)
rlr = RandomizedLogisticRegression(
n_resampling=5000, C=lr_mean.C, selection_threshold=0.75)
rlr.fit(X, y)
#!/usr/bin/env python
# _*_ UTF-8 _*_
import pandas as pda
fname = "F:/python_workspace/file/logic/luqu.csv"
dataf = pda.read_csv(fname)
# [行,列]
x = dataf.iloc[:, 1:4].as_matrix()
y = dataf.iloc[:, 0:1].as_matrix()
from sklearn.linear_model import LogisticRegression as LR
from sklearn.linear_model import RandomizedLogisticRegression as RLR
# 建立一个逻辑回归模型
r1 = RLR()
# 训练模型
r1.fit(x, y)
# 特征值筛选，获取有效特征。
r1.get_support()
# print(dataf.columns[r1.get_support()])
# 将可用的特征值参数转换成数组，用来预测y值。
t = dataf[dataf.columns[r1.get_support()]].as_matrix()
r2 = LR()
# 建立xy之间的关系并进行训练。
r2.fit(t, y)
print("训练结束")
print("模型正确率为：" + str(r2.score(x, y)))
def GetAllPerf (filePaths=None):
if filePaths is None:
filePaths = list(find_files(directory='./test_seq', pattern='trainingSetFeatures.csv'))
#Sanity check:
# filePaths=['/a/fr-05/vol/protein/danofer/ProtFeat/feat_extract/test_seq/Thermophile']
# filePaths=['./test_seq/NP/NP2/Train/trainingSetFeatures.csv']
print("FilePaths: \n",filePaths)
fileNames=fileNameFromPaths (filePaths)
print("FileNames:",fileNames)
resDict = pd.DataFrame(index=fileNames,
columns=['Accuracy','Accuracy_SD',
'f1','f1_SD','dummy_freq:Accuracy','dummy_freq:f1',
'LargestClassPercent','Classes',
# 'TopRFE-Features','Best (f1) Model parameters',
'# Classes',
'Array-Acc-Scores' ,'Array-f1-Scores'
,'bestML-Acc','bestML-f1','dummy_freq_f1_weighted'])
#redDict holds results for each file/class, for saving to output-file
i=-1
for filePath in filePaths:
i +=1
'http://pythonconquerstheuniverse.wordpress.com/2008/06/04/gotcha-%E2%80%94-backslashes-in-windows-filenames/'
filePath = os.path.normpath(filePath)
print(filePath)
fileName=str(fileNames[i]) #Str added now 14.1
print("fileName: %s" %(fileName))
"resDict['Name']= fileName"
# filePath = str(argv[1])
# X, y, lb_encoder,featureNames = load_data(filePath+fileName, 'file') # X, y = features, labels
X, y, lb_encoder,featureNames = load_data(filePath, 'file') # X, y = features, labels
print(X.shape,"= (samples, features)")
y_inv = Counter(lb_encoder.inverse_transform(y))
MajorityPercent = round(100*y_inv.most_common()[0][1]/sum(y_inv.values()),1)
print("Classes:", lb_encoder.classes_)
print("MajorityClassPercent:", MajorityPercent)
resDict.LargestClassPercent[fileName] = MajorityPercent
resDict.Classes[fileName] = str(lb_encoder.classes_)
resDict["# Classes"][fileName]=len(lb_encoder.classes_)
KFilt=None
KFilt=350 #This is just temporary for the outputs - saves computation time. Barely filters compared to the model itself.
if KFilt is not None:
k = SelectKBest(k=KFilt).fit(X,y)
X=k.transform(X)
featureNames=featureNames[k.get_support()]
Fwe = SelectFwe(alpha=0.01).fit(X,y)
X=Fwe.transform(X)
featureNames=featureNames[Fwe.get_support()]
print("X reduced to K best features: ",X.shape)
FeatSelection_SVM=False #Feature Names need updating!!
FeatSelection_RandLogReg=False
if FeatSelection_RandLogReg == True:
LogRegFeats = RandomizedLogisticRegression(C=10, scaling=0.5,
sample_fraction=0.95, n_resampling=40, selection_threshold=0.2,n_jobs=-1).fit(X,y)
X_L1 = LogRegFeats.transform(X)
featureNames=featureNames[LogRegFeats.get_support()]
print("RandomizedLogisticRegression Feature Selection ->:",X_L1.shape)
elif FeatSelection_SVM == True:
svc_L1= LinearSVC(C=30, penalty="l2", dual=False,class_weight='auto').fit(X, y)
X_L1 = svc_L1.transform(X, y)
featureNames=featureNames[list(set(np.where(svc_L1.coef_ != 0)[-1]))]
print ("L1 SVM Transformed X:",X_L1.shape)
# X=X_L1
'''
print("Performance as a function of percent of features used:")
PlotPerfPercentFeatures(X,y,est=LinearSVC())
'''
'EG - graph best features; feature selection using RF, ensemble classifiers..'
'http://nbviewer.ipython.org/github/herrfz/dataanalysis/blob/master/assignment2/samsung_data_prediction_submitted.ipynb'
RFE_FeatsToKeep = 16
FeatSelection_RFE=False
FeatSelection_RFECV=False
if (FeatSelection_RFE or FeatSelection_RFECV) == True:
'RFE + - best feats'
'http://scikit-learn.org/stable/auto_examples/plot_rfe_with_cross_validation.html '
svc = LinearSVC(class_weight='auto')#,penalty='l1',dual=False)
# svc = LogisticRegression(class_weight='auto')#,C=1)
if FeatSelection_RFECV==True:
rfecv = RFECV(estimator=svc, step=RFE_FeatsToKeep,scoring='average_precision')
# ,cv=StratifiedShuffleSplit(y,n_iter=3,test_size=0.3))
#,scoring='f1',verbose=0) # " scoring='roc_auc','recall','f1',accuracy..."
else:
rfecv = RFE(estimator=svc,n_features_to_select=RFE_FeatsToKeep, step=0.03)
rfecv.fit(X, y)
if FeatSelection_RFECV==True:
print("RFE-CV selected %d features : " % (rfecv.n_features_))
print("RFE (%d features) scorer : " % (rfecv.n_features_),rfecv.score(X, y) )
rfe_featnames = featureNames[rfecv.get_support()]
featureNames = featureNames[rfecv.get_support()]
print("RFE selected feature names:",rfe_featnames)
X_RFE = rfecv.fit_transform(X, y)
print("X_RFE",X_RFE.shape)
resDict['TopRFE-Features'][fileName]=str(rfe_featnames)
'Set GetRFEPerf To true or by user, if perf. of reduced set wanted'
GetRFEPerf=False
# print("lb_encoder.classes_",lb_encoder.classes_)
'Blind score boxplot graphic example using Seaborn: http://nbviewer.ipython.org/github/cs109/2014/blob/master/homework-solutions/HW5-solutions.ipynb '
'Confusion matrixes + Dummies - http://bugra.github.io/work/notes/2014-11-22/an-introduction-to-supervised-learning-scikit-learn/'
'http://scikit-learn.org/stable/modules/model_evaluation.html#dummy-estimators'
"http://blog.yhathq.com/posts/predicting-customer-churn-with-sklearn.html"
print()
"Make custom F1 scorer. May not have fixed problem!"
from sklearn.metrics.score import make_scorer
f1_scorer = make_scorer(metrics.f1_score,
greater_is_better=True, average="micro") #Maybe another metric? May NOT be fixed!?. #weighted, micro, macro, none
# print("Dummy classifiers output:")
dummy_frequent = DummyClassifier(strategy='most_frequent',random_state=0)
y_dummyPred = Get_yPred(X,y,clf_class=dummy_frequent)
dummy_freq_acc = '{:.3}'.format(metrics.accuracy_score(y,y_dummyPred ))
dummy_freq_f1 = '{:.3}'.format(metrics.f1_score(y, y_dummyPred,average='weighted'))
dummy_freq_f1_weighted = '{:.3}'.format(f1_scorer(y, y_dummyPred))
#Get from ALL classes f1..
dummy_freq_f1_mean=(metrics.f1_score(y, y_dummyPred,average=None)).mean()
# print("Dummy, most frequent acc:",dummy_freq_acc)
# dummy_stratifiedRandom = DummyClassifier(strategy='stratified',random_state=0)
# dummy_strat2= '{:.3%}'.format(metrics.accuracy_score(y, Get_yPred(X,y,clf_class=dummy_frequent))) #,sample_weight=balance_weights(y)))
# 'print("Dummy, Stratified Random:",dummy_strat2)'
print()
resDict['dummy_freq:Accuracy'][fileName]=dummy_freq_acc
## resDict['dummy_freq:f1'][fileName]=dummy_freq_f1 dummy_freq_f1_mean
resDict['dummy_freq:f1'][fileName]=dummy_freq_f1_mean
resDict['dummy_freq_f1_weighted'][fileName]=dummy_freq_f1_weighted
# resDict.dummy_Stratfreq[fileName]=dummy_strat2
"We can get seperately the best model for Acc, and the best for f1!"
"WARNING!? In binary case - default F1 works for the 1 class, in sklearn 15. and lower"
# bestEst_f1,bestScore_f1 = ModelParam_GridSearch(X,y,cv=3,scoreParam = 'f1')
"Temporary workaround until next SKlearn update of F1 metric:"
# bestEst_f1,bestScore_f1 = ModelParam_GridSearch(X,y,cv=3,scoreParam = 'f1')f1_scorer
bestEst_f1,bestScore_f1 = ModelParam_GridSearch(X,y,cv=3,scoreParam = f1_scorer)
bestEst_acc,bestScore_acc = ModelParam_GridSearch(X,y,cv=2,scoreParam = 'accuracy')
print("bestEst (f1):",bestEst_f1)#,"best f1",bestScore_f1)
print("bestEst (f1):",bestEst_acc)#,"best acc",bestScore_acc)
#Temp
# bestEst_f1=bestEst_acc=bestEst = RandomForestClassifier(n_jobs=-1)
if GetRFEPerf==True:
bestEst_RFE,bestScore_RFE = ModelParam_GridSearch(X_RFE,y,cv=3,scoreParam = 'f1')
"Modified to get 2 estimators"
scores_acc = cross_val_score(estimator=bestEst_acc, X=X, y=y, cv=StratifiedShuffleSplit(y, n_iter=13, test_size=0.18), n_jobs=-1) #Accuracy
print("Accuracy: %0.3f (+- %0.2f)" % (scores_acc.mean(), scores_acc.std() * 2))
scores_f1 = cross_val_score(estimator=bestEst_f1, X=X, y=y, cv=StratifiedShuffleSplit(y, n_iter=13, test_size=0.18), n_jobs=-1, scoring='f1')
print("f1: %0.3f (+- %0.2f)" % (scores_f1.mean(), scores_f1.std() * 2))
resDict['Accuracy'][fileName]=round(scores_acc.mean(),4)
resDict['Accuracy_SD'][fileName]=round(scores_acc.std(),4)
resDict['f1'][fileName]=round(scores_f1.mean(),4)
resDict['f1_SD'][fileName]=round(scores_f1.std(),4)
resDict['Array-f1-Scores'][fileName]=(scores_f1)
resDict['Array-Acc-Scores'][fileName]=(scores_acc)
resDict['bestML-f1'][fileName]=(str(bestEst_f1))
resDict['bestML-Acc'][fileName]=(str(bestEst_acc))
#ORIG
# Acc,Acc_SD,f1,f1_SD = CV_multi_stats(X, y, bestEst,n=15)
# resDict['Accuracy'][fileName]=round(Acc,4)
# resDict['Accuracy_SD'][fileName]=round(Acc_SD,4)
# resDict['f1 score'][fileName]=round(f1,4)
# resDict['f1_SD'][fileName]=round(f1_SD,4)
# resDict['Best (f1) Model parameters'][fileName]= bestEst
print()
# print(fileName," Done")
print("Saving results to file")
resDict.to_csv("OutputData.tsv", sep=',')
# vnum = len(allvector)
# allvector = npy.array(allvector).T
# for index in range(0,len(TestData)):
# vector = list(allvector[index])
# p = p*vector.count(TestData[index])/vnum
# lbDict[thislb] = p*alllabel
# thislabel = sorted(lbDict,key = lambda x:lbDict[x],reversed=True)[0]
# return thislabel
#
# # by1 = Bayes()
# # by1.fit()
import pandas as pda
from sklearn.linear_model import LogisticRegression as LR
from sklearn.linear_model import RandomizedLogisticRegression as RLR
fname = ''
dataf = pda.read_csv(fname)
x = dataf.iloc[:, 1:4].as_matrix
y = dataf.iloc[:, 0:1].as_matrix
r1 = RLR()
r1.fit(x, y)
r1.get_support() #特征筛选
# print(dataf.columns[r1.get_support()])
t = dataf[dataf.columns[r1.get_support()]].as_matrix()
r2 = LR()
r2.fit(t, y)
print('训练结束')
print('模型正确率为' + str(r2.score(x, y)))
import matplotlib
filename = r'D:\DataAnalysis\Python_practice\chapter5\demo\data\bankloan.xls'
data = pd.read_excel(filename)
x = data.iloc[:, :
8] #.as_matrix() #选取自变量，在书中将df转化为矩阵（.as_matrix）进行运算。而本程序使用的参数可以为dataframe，故可以不转化
y = data.iloc[:, 8] #.as_matrix() #loc是根据条件选取，iloc是根据索引进行选取切片
from sklearn.linear_model import LogisticRegression as LR
from sklearn.linear_model import RandomizedLogisticRegression as RLR
rlr = RLR()
# 建立随机逻辑回归模型，筛选变量
# 可以使用参数设置阈值： selection_threshold = 0.5 ，默认0.25(即得分<0.25的特征值会被剔除)
rlr.fit(x, y) #训练模型
rlr.get_support() # 获取特征筛选结果，也可以通过 .scores_方法获取各个特征的分数
filter_columns = data.columns[0:8][rlr.get_support()] #选取特征字段数据
print(u'---------start-----------')
print(u'有效特征为: %s' % ','.join(filter_columns))
x = data[filter_columns] #.as_matrix(columns=None)
lr = LR() # 建立逻辑回归模型
lr.fit(x, y) # 用筛选后的特征数据来训练模型
predictions = lr.predict(x) #对数据进行预测，将训练模型运用于数据集x
data['预测值'] = [int(np.round(x)) for x in predictions]
print(u'---------end-----------')
print(u'模型的平均正确率为%s' % lr.score(x, y))
def hyperparameterSearch(training_set_path, cat, rl, bu):
print("Importing descriptors from the training set.")
X, y, labels = import_descriptors(
training_set_path, "*_%s_%s_train_descriptors_N20.txt" % (rl, bu))
print("Number of features: %d." % X.shape[-1])
print("Scaling data.")
min_max_scaler = MinMaxScaler()
X_scale = min_max_scaler.fit_transform(X.todense())
print("Performing feature selection with randomized logistic regression.")
# set n_jobs=-1 to parallelize the Randomized Logistic Regression
# however, there is a bug in the current version of skitlearn (0.18.1) which results in the following message:
# ValueError: assignment destination is read-only, when parallelizing with n_jobs > 1
feature_selector = RandomizedLogisticRegression(n_jobs=1)
X_scale = feature_selector.fit_transform(X_scale, y)
print("Reduced number of features: %d." % X_scale.shape[-1])
print(
"Running randomized hyper-parameter search with Leave-One-Out validation for the RBF kernel."
)
param_dist_rbf = {
'kernel': ['rbf'],
'C': expon(scale=2000),
'gamma': expon(scale=.01)
}
random_sv_rbf = RandomizedSearchCV(SVC(),
param_distributions=param_dist_rbf,
n_iter=100,
scoring='f1',
cv=LeaveOneGroupOut(),
n_jobs=-1,
error_score=0,
iid=False,
refit=False)
random_sv_rbf.fit(X_scale, y, groups=labels)
print(
"Running randomized hyper-parameter search with Leave-One-Out validation for the linear kernel."
)
param_dist_linear = {'C': expon(scale=2000)}
random_sv_linear = RandomizedSearchCV(
LinearSVC(),
param_distributions=param_dist_linear,
n_iter=100,
scoring='f1',
cv=LeaveOneGroupOut(),
n_jobs=-1,
error_score=0,
iid=False,
refit=False)
random_sv_linear.fit(X_scale, y, groups=labels)
print(
"Running randomized hyper-parameter search with Leave-One-Out validation for the polynomial kernel."
)
param_dist_poly = {
'kernel': ['poly'],
'C': expon(scale=2000),
'degree': randint(2, 11),
'coef0': uniform(loc=-2, scale=4),
'gamma': expon(scale=.01)
}
random_sv_poly = RandomizedSearchCV(SVC(),
param_distributions=param_dist_poly,
n_iter=100,
scoring='f1',
cv=LeaveOneGroupOut(),
n_jobs=-1,
error_score=0,
iid=False,
refit=False)
random_sv_poly.fit(X_scale, y, groups=labels)
print(
"Running randomized hyper-parameter search with Leave-One-Out validation for the sigmoid kernel."
)
param_dist_sigmoid = {
'kernel': ['sigmoid'],
'C': expon(scale=2000),
'coef0': uniform(loc=-2, scale=4),
'gamma': expon(scale=.01)
}
random_sv_sigmoid = RandomizedSearchCV(
SVC(),
param_distributions=param_dist_sigmoid,
n_iter=100,
scoring='f1',
cv=LeaveOneGroupOut(),
n_jobs=-1,
error_score=0,
iid=False,
refit=False)
random_sv_sigmoid.fit(X_scale, y, groups=labels)
with open(
"%sbest_parameters_test_%s_%s_%s.txt" %
(training_set_path, cat, rl, bu), "w") as best_params:
extracted_features = [
"%d" % (x + 1) for x in feature_selector.get_support(indices=True)
]
print(
"Best parameters found on training set with the RBF kernel:\n%s %s"
% (random_sv_rbf.best_params_, random_sv_rbf.best_score_))
best_params.write(
"Best parameters found on training set with the RBF kernel:\n%s %s\n"
% (random_sv_rbf.best_params_, random_sv_rbf.best_score_))
print("kernel[(\"%s\", \"%s\", \"%s\")] = \"%s\"" %
(cat, rl, bu, random_sv_rbf.best_params_["kernel"]))
best_params.write("\nkernel[(\"%s\", \"%s\", \"%s\")] = \"%s\"\n" %
(cat, rl, bu, random_sv_rbf.best_params_["kernel"]))
print("C[(\"%s\", \"%s\", \"%s\")] = %f" %
(cat, rl, bu, random_sv_rbf.best_params_["C"]))
best_params.write("C[(\"%s\", \"%s\", \"%s\")] = %f\n" %
(cat, rl, bu, random_sv_rbf.best_params_["C"]))
print("gamma[(\"%s\", \"%s\", \"%s\")] = %f" %
(cat, rl, bu, random_sv_rbf.best_params_["gamma"]))
best_params.write("gamma[(\"%s\", \"%s\", \"%s\")] = %f\n" %
(cat, rl, bu, random_sv_rbf.best_params_["gamma"]))
print("features[(\"%s\", \"%s\", \"%s\")] = [%s]\n" %
(cat, rl, bu, ", ".join(extracted_features)))
best_params.write("features[(\"%s\", \"%s\", \"%s\")] = [%s]\n" %
(cat, rl, bu, ", ".join(extracted_features)))
print("Random LOOCV scores on development set:")
best_params.write("Random LOOCV scores on development set:\n")
means = random_sv_rbf.cv_results_['mean_test_score']
stds = random_sv_rbf.cv_results_['std_test_score']
for mean, std, params in zip(means, stds,
random_sv_rbf.cv_results_['params']):
print("%0.5f (stdev %0.5f) for %r" % (mean, std, params))
best_params.write("%0.5f (stdev %0.5f) for %r\n" %
(mean, std, params))
print(
"Best parameters found on training set with the linear kernel:\n%s %s"
% (random_sv_linear.best_params_, random_sv_linear.best_score_))
best_params.write(
"Best parameters found on training set with the linear kernel:\n%s %s\n"
% (random_sv_linear.best_params_, random_sv_linear.best_score_))
print("kernel[(\"%s\", \"%s\", \"%s\")] = \"%s\"" %
(cat, rl, bu, 'linear'))
best_params.write("\nkernel[(\"%s\", \"%s\", \"%s\")] = \"%s\"\n" %
(cat, rl, bu, 'linear'))
print("C[(\"%s\", \"%s\", \"%s\")] = %f" %
(cat, rl, bu, random_sv_linear.best_params_["C"]))
best_params.write("C[(\"%s\", \"%s\", \"%s\")] = %f\n" %
(cat, rl, bu, random_sv_linear.best_params_["C"]))
print("features[(\"%s\", \"%s\", \"%s\")] = [%s]\n" %
(cat, rl, bu, ", ".join(extracted_features)))
best_params.write("features[(\"%s\", \"%s\", \"%s\")] = [%s]\n" %
(cat, rl, bu, ", ".join(extracted_features)))
print("Random LOOCV scores on development set:")
best_params.write("Random LOOCV scores on development set:\n")
means = random_sv_linear.cv_results_['mean_test_score']
stds = random_sv_linear.cv_results_['std_test_score']
for mean, std, params in zip(means, stds,
random_sv_linear.cv_results_['params']):
print("%0.5f (stdev %0.5f) for %r" % (mean, std, params))
best_params.write("%0.5f (stdev %0.5f) for %r\n" %
(mean, std, params))
print(
"Best parameters found on training set with the polynomial kernel:\n%s %s"
% (random_sv_poly.best_params_, random_sv_poly.best_score_))
best_params.write(
"Best parameters found on training set with the polynomial kernel:\n%s %s\n"
% (random_sv_poly.best_params_, random_sv_poly.best_score_))
print("kernel[(\"%s\", \"%s\", \"%s\")] = \"%s\"" %
(cat, rl, bu, random_sv_poly.best_params_["kernel"]))
best_params.write("\nkernel[(\"%s\", \"%s\", \"%s\")] = \"%s\"\n" %
(cat, rl, bu, random_sv_poly.best_params_["kernel"]))
print("C[(\"%s\", \"%s\", \"%s\")] = %f" %
(cat, rl, bu, random_sv_poly.best_params_["C"]))
best_params.write("C[(\"%s\", \"%s\", \"%s\")] = %f\n" %
(cat, rl, bu, random_sv_poly.best_params_["C"]))
print("gamma[(\"%s\", \"%s\", \"%s\")] = %f" %
(cat, rl, bu, random_sv_poly.best_params_["gamma"]))
best_params.write("gamma[(\"%s\", \"%s\", \"%s\")] = %f\n" %
(cat, rl, bu, random_sv_poly.best_params_["gamma"]))
print("degree[(\"%s\", \"%s\", \"%s\")] = %d" %
(cat, rl, bu, random_sv_poly.best_params_["degree"]))
best_params.write("degree[(\"%s\", \"%s\", \"%s\")] = %d\n" %
(cat, rl, bu, random_sv_poly.best_params_["degree"]))
print("coef0[(\"%s\", \"%s\", \"%s\")] = %f" %
(cat, rl, bu, random_sv_poly.best_params_["coef0"]))
best_params.write("coef0[(\"%s\", \"%s\", \"%s\")] = %f\n" %
(cat, rl, bu, random_sv_poly.best_params_["coef0"]))
print("features[(\"%s\", \"%s\", \"%s\")] = [%s]\n" %
(cat, rl, bu, ", ".join(extracted_features)))
best_params.write("features[(\"%s\", \"%s\", \"%s\")] = [%s]\n" %
(cat, rl, bu, ", ".join(extracted_features)))
print("Random LOOCV scores on development set:")
best_params.write("Random LOOCV scores on development set:\n")
means = random_sv_poly.cv_results_['mean_test_score']
stds = random_sv_poly.cv_results_['std_test_score']
for mean, std, params in zip(means, stds,
random_sv_poly.cv_results_['params']):
print("%0.5f (stdev %0.5f) for %r" % (mean, std, params))
best_params.write("%0.5f (stdev %0.5f) for %r\n" %
(mean, std, params))
print(
"Best parameters found on training set with the sigmoid kernel:\n%s %s"
% (random_sv_sigmoid.best_params_, random_sv_sigmoid.best_score_))
best_params.write(
"Best parameters found on training set with the sigmoid kernel:\n%s %s\n"
% (random_sv_sigmoid.best_params_, random_sv_sigmoid.best_score_))
print("kernel[(\"%s\", \"%s\", \"%s\")] = \"%s\"" %
(cat, rl, bu, random_sv_sigmoid.best_params_["kernel"]))
best_params.write(
"\nkernel[(\"%s\", \"%s\", \"%s\")] = \"%s\"\n" %
(cat, rl, bu, random_sv_sigmoid.best_params_["kernel"]))
print("C[(\"%s\", \"%s\", \"%s\")] = %f" %
(cat, rl, bu, random_sv_sigmoid.best_params_["C"]))
best_params.write("C[(\"%s\", \"%s\", \"%s\")] = %f\n" %
(cat, rl, bu, random_sv_sigmoid.best_params_["C"]))
print("gamma[(\"%s\", \"%s\", \"%s\")] = %f" %
(cat, rl, bu, random_sv_sigmoid.best_params_["gamma"]))
best_params.write(
"gamma[(\"%s\", \"%s\", \"%s\")] = %f\n" %
(cat, rl, bu, random_sv_sigmoid.best_params_["gamma"]))
print("coef0[(\"%s\", \"%s\", \"%s\")] = %f" %
(cat, rl, bu, random_sv_sigmoid.best_params_["coef0"]))
best_params.write(
"coef0[(\"%s\", \"%s\", \"%s\")] = %f\n" %
(cat, rl, bu, random_sv_sigmoid.best_params_["coef0"]))
print("features[(\"%s\", \"%s\", \"%s\")] = [%s]\n" %
(cat, rl, bu, ", ".join(extracted_features)))
best_params.write("features[(\"%s\", \"%s\", \"%s\")] = [%s]\n" %
(cat, rl, bu, ", ".join(extracted_features)))
print("Random LOOCV scores on development set:")
best_params.write("Random LOOCV scores on development set:\n")
means = random_sv_sigmoid.cv_results_['mean_test_score']
stds = random_sv_sigmoid.cv_results_['std_test_score']
for mean, std, params in zip(means, stds,
random_sv_sigmoid.cv_results_['params']):
print("%0.5f (stdev %0.5f) for %r" % (mean, std, params))
best_params.write("%0.5f (stdev %0.5f) for %r\n" %
(mean, std, params))
# 代码清单5-1 逻辑回归代码 import pandas as pd # 参数初始化 fileName = 'data/bankloan.xls' data = pd.read_excel(fileName) x = data.iloc[:,:8].as_matrix() y = data.iloc[:,8].as_matrix() # 逻辑回归模型 from sklearn.linear_model import LogisticRegression as LR # 随机逻辑回归模型 from sklearn.linear_model import RandomizedLogisticRegression as RLR # 建立随机逻辑回归模型，筛选变量 rlr = RLR() # 训练模型 rlr.fit(x,y) # 获取特筛选结果，也可以通过.score_方法获取各个特征的分数 rlr.get_support() print(u'通过随机逻辑回归模型筛选特征结束。') print(u'有效特征为 %s' %'.'.join(data.columns[rlr.get_support()])) # 筛选好特征 x = data[data.columns[rlr.get_support()]].as_matrix() # 建立逻辑回归模型 lr = LR() # 用筛选后的特征数据来训练模型 lr.fit(x,y) print(u'逻辑回归模型训练结束。') # 给出模型的平均正确率，本例为81.48 print(u'模型的平均正确率为 %s' %lr.score(x,y))
# 'Normalize/Scale features if needed. Our data is standardized by default'
# X = StandardScaler(copy=False).fit_transform(X)
Fwe = SelectFwe(alpha=0.01).fit(X,y)
X=Fwe.transform(X)
featureNames=featureNames[Fwe.get_support()]
print("F-test filter ->",X.shape)
FeatSelection_SVM=True
FeatSelection_RandLogReg=False
if FeatSelection_RandLogReg == True:
LogRegFeats = RandomizedLogisticRegression(C=5, scaling=0.5,
sample_fraction=0.8, n_resampling=60, selection_threshold=0.2,n_jobs=-1)
X = LogRegFeats.fit_transform(X,y)
featureNames=featureNames[LogRegFeats.get_support()]
print("RandomizedLogisticRegression Feature Selection ->:",X.shape)
elif FeatSelection_SVM == True:
X= LinearSVC(C=1, penalty="l1", dual=False,class_weight='auto').fit_transform(X, y)
# X= LogisticRegression(C=0.01,class_weight='auto').fit_transform(X, y)
featureNames=featureNames[LogRegFeats.get_support()]
print ("SVC Transformed X:",X.shape)
'''
print("Plot #Feats vs Classification performance:")
PlotPerfPercentFeatures(X_LR,y,est=SVC(C=100))
'''
KFilt=None
# KFilt=200
import pandas as pd
filename = 'bankloan.xls'
data = pd.read_excel(filename)
x = data.iloc[:, :8].as_matrix()
y = data.iloc[:, 8].as_matrix()
from sklearn.linear_model import LogisticRegression as LR
from sklearn.linear_model import RandomizedLogisticRegression as RLR
rlr = RLR()
rlr.fit(x, y)
rlr.fit(x, y)
rlr.get_support()
print("end search useful_data")
print(u'end search useful data: %s' % ''.join(data.columns[rlr.get_support()]))
x = data[data.columns[rlr.get_support()]].as_matrix()
lr = LR()
lr.fit(x, y)
print()
print('%s' % lr.score(x, y))
# -*- coding:utf-8 -*-
# 逻辑回归：自动建模
import pandas as pd
from sklearn.linear_model import LogisticRegression as LR
from sklearn.linear_model import RandomizedLogisticRegression as RLR
data = pd.read_excel("c://mldata//bankloan.xls", header=0)
# x = data.iloc[:, :8].as_matrix()
# y = data.iloc[:, 8].as_matrix() 和下边的两种读取数据的方式，都会带来精度的影响
train_data = data.values # 将读取的数据其转换为矩阵形式
train_x = train_data[0::, :8]
train_label = train_data[0::, 8]
rlr = RLR() # 建立随机回归模型，筛选变量
rlr.fit(train_x, train_label) # 训练模型
rlr.get_support() # 获取特征筛选结果
print u"特征筛选结束"
print u"有效特征为：%s" % u'、'.join(data.columns[rlr.get_support()])
x = data[data.columns[rlr.get_support()]].as_matrix() # 筛选好的特征
lr = LR()
lr.fit(x, train_label) # 用筛选好的特征数据来训练模型
print u'逻辑回归训练结束'
print u'模型的平均正确率为：%s' % lr.score(x, train_label)
def pick_variables(x,y,descover=True,method="rlr",threshold=0.25,sls=0.05):#默认阈值0.25
#挑选变量助手
if method == "rlr":
#随机逻辑回归选择与y线性关系的变量(稳定性选择1)。
#在不同数据子集和特征子集上运行特征选择算法(rlr)，最终汇总选择结果
rlr = RandomizedLogisticRegression(selection_threshold=threshold)
rlr.fit(x,y)
scoretable = pd.DataFrame(rlr.all_scores_,index = x.columns,columns = ['var_score'])
columns_need = list(x.columns[rlr.get_support()])
x = x[columns_need]
#向后淘汰
if method =="bs" and x.shape[1] > 1:
#提取X，y变量名
data = pd.concat([x, y], axis=1)#合并数据
var_list = x.columns
response = y.name
#首先对所有变量进行模型拟合
while True:
formula = "{} ~ {} + 1".format(response, ' + '.join(var_list))
mod = smf.logit(formula, data).fit()
print(mod.summary2())
p_list = mod.pvalues.sort_values()
if p_list[-1] > sls:
#提取p_list中最后一个index
var = p_list.index[-1]
#var_list中删除
var_list = var_list.drop(var)
else:
break
x=x[var_list]
#向前选择
if method =="fs":
data = pd.concat([x, y], axis=1)
response=y.name
remaining = set(x.columns)
selected = []
current_score, best_new_score = 0.0, 0.0
while remaining and current_score == best_new_score:
scores_with_candidates = []
for candidate in remaining:
formula = "{} ~ {} + 1".format(response, ' + '.join(selected + [candidate]))
mod = smf.logit(formula, data).fit()
score = mod.prsquared
scores_with_candidates.append((score, candidate))
scores_with_candidates.sort(reverse=False)
best_new_score, best_candidate = scores_with_candidates.pop()
if current_score < best_new_score:
remaining.remove(best_candidate)
selected.append(best_candidate)
current_score = best_new_score
print(len(selected))
x=x[selected]
#rsquared_adj prsquared
if method =="fs_bs":
data = pd.concat([x, y], axis=1)
response=y.name
remaining = set(x.columns)
selected = []
current_score, best_new_score = 0.0, 0.0
while remaining and current_score == best_new_score:
scores_with_candidates = []
for candidate in remaining:
formula = "{} ~ {} + 1".format(response, ' + '.join(selected + [candidate]))
mod = smf.logit(formula, data).fit()
score = mod.prsquared
scores_with_candidates.append((score, candidate))
scores_with_candidates.sort(reverse=False)
best_new_score, best_candidate = scores_with_candidates.pop()
if current_score < best_new_score:
print("===========================")
remaining.remove(best_candidate)
selected.append(best_candidate)
current_score = best_new_score
formula2= "{} ~ {} + 1".format(response, ' + '.join(selected))
mod2 = smf.logit(formula2,data).fit()
p_list = mod2.pvalues.sort_values()
if p_list[-1] > sls:
#提取p_list中最后一个index
var = p_list.index[-1]
#var_list中删除
selected.remove(var)
print(p_list[-1])
formula3= "{} ~ {} + 1".format(response, ' + '.join(selected))
mod3 = smf.logit(formula3, data).fit()
best_new_score = mod3.prsquared
current_score = best_new_score
print(len(selected))
x=x[selected]
'''
注意这里调用的是statsmodels.api里的逻辑回归。这个回归模型可以获取每个变量的显著性p值，p值越大越不显著，当我们发现多于一个变量不显著时，
不能一次性剔除所有的不显著变量，因为里面可能存在我们还未发现的多变量的多重共线性，我们需要迭代的每次剔除最不显著的那个变量。
上面迭代的终止条件：
①剔除了所有的不显著变量
②剔除了某一个或某几个变量后，剩余的不显著变量变得显著了。（说明之前存在多重共线性）
'''
if method =="rfc":
RFC = RandomForestClassifier(n_estimators=200,max_depth=5,class_weight="balanced")
RFC_Model = RFC.fit(x,y)
features_rfc = x.columns
featureImportance = {features_rfc[i]:RFC_Model.feature_importances_[i] for i in range(len(features_rfc))}
featureImportanceSorted = sorted(featureImportance.items(),key=lambda x: x[1], reverse=True)
features_selection = [k[0] for k in featureImportanceSorted[:15]]
x = x[features_selection]
x['intercept'] = [1]*x.shape[0]
LR = sm.Logit(y, x).fit()
summary = LR.summary()
print(summary)
x=x.drop("intercept",axis=1)
return x
#-*- coding:utf-8 -*- import pandas as pd #参数初始化 filename = 'E:\\3data-mining\\2py-testing\\data and code\\chapter5\\demo\\data\\bankloan.xls' data = pd.read_excel(filename) x = data.iloc[:, :8].as_matrix() y = data.iloc[:, 8].as_matrix() #从sklearn包中导入逻辑回归模型 from sklearn.linear_model import LogisticRegression as LR from sklearn.linear_model import RandomizedLogisticRegression as RLR rlr = RLR() #建立随机逻辑回归模型，筛选变量 rlr.fit(x, y) #训练模型 rlr.get_support() #获取特征筛选结果 print(u'通过随机逻辑回归模型筛选特征结果') print(u'有效特征为：%s' % ','.join(data.columns[rlr.get_support(indices=True)])) x = data[data.columns[rlr.get_support(indices=True)]].as_matrix() #筛选好特征 lr = LR() #建立逻辑货柜模型 lr.fit(x, y) #用筛选后的特征数据来训练模型 print(u'逻辑回归模型训练结束') print(u'模型的平均正确率：%s' % lr.score(x, y)) #给出模型的正确率
#clf = svm.SVC(kernel='linear')
#rfecv = RFECV(estimator=clf, step=1, cv=StratifiedKFold(5),
# scoring='accuracy')
#rfecv.fit(train_data, emot)
##x_label = range(1, len(rfecv.grid_scores_) + 1)
##y_label = rfecv.grid_scores_
##有效特征标签
#support=rfecv.support_
##获取有效特征数据
#train_data=rfecv.transform(train_data)
#特征筛选，使用RLR
from sklearn.linear_model import RandomizedLogisticRegression as RLR
rlr = RLR()
rlr.fit(train_data, probs)
rlr.get_support()
#准备回归分类器
import sklearn
from sklearn import gaussian_process, kernel_ridge, isotonic
from sklearn.ensemble import ExtraTreesClassifier
Regressors = {
# 'pls':cross_decomposition.PLSRegression(),报错
'gradient boosting': ensemble.GradientBoostingRegressor(),
# 'gaussian':gaussian_process.GaussianProcessRegressor(),报错
# 'isotonic':isotonic.IsotonicRegression(),报错
'kernelridge': kernel_ridge.KernelRidge(),
'ARD': linear_model.ARDRegression(),
'bayesianridge': linear_model.BayesianRidge(),
# 'elasticnet':linear_model.ElasticNet(),#报错
'HuberRegressor': linear_model.HuberRegressor(),
#-*- coding: utf-8 -*- #逻辑回归 自动建模 import pandas as pd #参数初始化 filename = '../data/bankloan.xls' data = pd.read_excel(filename) x = data.iloc[:,:8].as_matrix() y = data.iloc[:,8].as_matrix() from sklearn.linear_model import LogisticRegression as LR from sklearn.linear_model import RandomizedLogisticRegression as RLR rlr = RLR() #建立随机逻辑回归模型，筛选变量 rlr.fit(x, y) #训练模型 rlr.get_support() #获取特征筛选结果，也可以通过.scores_方法获取各个特征的分数 print(u'通过随机逻辑回归模型筛选特征结束。') print(u'有效特征为：%s' % ','.join(data.columns[rlr.get_support()])) x = data[data.columns[rlr.get_support()]].as_matrix() #筛选好特征 lr = LR() #建立逻辑货柜模型 lr.fit(x, y) #用筛选后的特征数据来训练模型 print(u'逻辑回归模型训练结束。') print(u'模型的平均正确率为：%s' % lr.score(x, y)) #给出模型的平均正确率，本例为81.4%
import pandas as pd
from sklearn.linear_model import RandomizedLogisticRegression as RLR
from sklearn.linear_model import LogisticRegression as LR
#读取数据
data = pd.read_csv("C:/Users/T/Desktop/python视频/luqu.csv")
x = data.iloc[:, 1:4].as_matrix()
y = data.iloc[:, :1].as_matrix()
#随机Logistic模型，用于筛选变量
f1 = RLR()
f1.fit(x, y)
f1.get_support() #筛选出的变量
#Logistic模型
f2 = LR()
f2.fit(x, y)
f2.score(x, y) #准确率
'''第五章'''
'''Logistic回归'''
import pandas as pd
filename = 'C:/Users/Administrator/Desktop/chapter5/demo/data/bankloan.xls'
data = pd.read_excel(filename)
x = data.iloc[:,:8].as_matrix()
y = data.iloc[:,8].as_matrix()
x.shape
y.shape
from sklearn.linear_model import LogisticRegression as LR
from sklearn.linear_model import RandomizedLogisticRegression as RLR
rlr = RLR()
rlr.fit(x,y)
rlr.get_support()
#rlr.scores_ 特征分数
print('通过随机逻辑回归模型筛选特征结束。')
print('有效特征为：%s' % ','.join(data.columns[rlr.get_support()]))
x = data[data.columns[rlr.get_support()]].as_matrix()
lr = LR()
lr.fit(x,y)
print('逻辑回归模型训练结束')
print('模型的平均正确率为：%s' % lr.score(x,y))
'''K-Means聚类'''
import pandas as pd
#参数初始化
inputfile = 'C:/Users/Administrator/Desktop/chapter5/demo/data/consumption_data.xls' #销量及其他属性数据
import pandas as pd
from sklearn.linear_model import LogisticRegression as LR
from sklearn.linear_model import RandomizedLogisticRegression as RLR
lessonPath = 'E:\\BaiduNetdiskDownload\\sourceCode\\week8\\lesson2.csv'
luquPath = 'E:\\BaiduNetdiskDownload\\sourceCode\\week8\\luqu2.csv'
dataLuqu = pd.read_csv(luquPath)
# 特征
x = dataLuqu.iloc[:, 1:4].as_matrix()
y = dataLuqu.iloc[:, 0:1].as_matrix()
r1 = RLR()
r1.fit(x, y)
# 特征筛选
r1.get_support()
t = dataLuqu.columns[r1.get_support()].as_matrix()
r2 = LR()
r2.fit(t, y)
print('训练结束')
print('模型正确率: ' + str(r2.score(x, y)))
# 这里会报经过方法在后面版本已经被修改，但是我还没有好的合适的新方法
from sklearn.linear_model import LogisticRegression as LR
from sklearn.linear_model import RandomizedLogisticRegression as RLR
# 逻辑回归，自动建模
fileName = './bankloan.xls'
data = pd.read_excel(fileName)
# 取前8列
x = data.iloc[:, :8].values
# 取最后一列
y = data.iloc[:, 8].values
print(x)
print(y)
# 建立随机逻辑回归模型，筛选变量
rlr = RLR()
# 训练模型
rlr.fit(x, y)
# 获取特征筛选结果
rlr.get_support(indices=True)
print(rlr.get_support(indices=True))
print("通过随机逻辑回归模型筛选特征结果")
print('有效特征为: %s' % ','.join(data.columns[rlr.get_support(indices=True)]))
# 筛选好特征
x = data[data.columns[rlr.get_support(indices=True)]].values
# 建立逻辑回归模型
lr = LR(solver='liblinear')
# 训练模型
lr.fit(x, y)
print("逻辑回归模型训练结束")
print('平均准确率为： %s' % lr.score(x, y))