训练集链接[1] 提取码:axpf
训练集(正常邮件)截图:
训练集里面正常邮件normal和垃圾邮件spam各有24封,利用这些数据训练出模型并对两份待分类邮件进行分类。邮件:
关于如何利用朴素贝叶斯进行分类,请参考:朴素贝叶斯“朴素”在哪里?
分类实现过程:
1.首先需要对每一封邮件进行切割处理,得到包含所有词语的列表。2.训练模型,利用贝叶斯公式计算出后验概率3.得到结果
完整代码:
#读取所有训练数据并按照空格分隔,保存在一个列表里返回
def load_file(path):
cab=[]
for i in range(1, 25):
data=open(path %i)
for line in data.readlines():
cab.append(line.strip().split(','))
cab_f=[]
for i in range(len(cab)):
for j in range(len(cab[i])):
if cab[i][j]!='':
cab_f.append(cab[i][j].strip())
cab_final=[]
for i in cab_f:
for j in i.split(' '):
cab_final.append(j)
return cab_final
#朴素贝叶斯分类器
def bayes(test):
path1='Emails/Training/normal/%d.txt'
path2='Emails/Training/spam/%d.txt'
normal_data=load_file(path1)
spam_data=load_file(path2)
# 计算p(x|C1)=p1与p(x|C2)=p2
p1=1.0;p2=1.0
for i in range(len(test)):
x=0.0
for j in normal_data:
if test[i]==j:
x=x+1.0
p1=p1*((x+1.0)/(len(normal_data)+2.0)) #拉普拉斯平滑
for i in range(len(test)):
x=0.0
for j in spam_data:
if test[i]==j:
x=x+1.0
p2=p2*((x+1.0)/(len(spam_data)+2.0)) #拉普拉斯平滑
pc1 = len(normal_data) / (len(normal_data)+len(spam_data))
pc2 = 1 - pc1
if p1*pc1>p2*pc2:
return 'normal'
else:
return 'spam'
#测试
def test(path):
data=open(path)
cab=[]
for line in data.readlines():
cab.append(line.strip().split(','))
cab_f = []
for i in range(len(cab)):
for j in range(len(cab[i])):
if cab[i][j] != '':
cab_f.append(cab[i][j].strip())
cab_final = []
for i in cab_f:
for j in i.split(' '):
cab_final.append(j)
return bayes(cab_final)
if __name__=='__main__':
print(test('Emails/test/normal.txt'))
print(test('Emails/test/spam.txt'))
sum1=0;sum2=0
#再试试训练集
for i in range(1,25):
if test('Emails/Training/normal/%d.txt' %i)=='normal':
sum1=sum1+1
for i in range(1,25):
if test('Emails/Training/spam/%d.txt' %i)== 'spam':
sum2=sum2+1
print('normal分类正确率:',sum1/24)
print('spam分类正确率:', sum2/24)
运行结果:
normal
spam
normal分类正确率:0.9583333333333334
spam分类正确率:1.0
[1]
训练集链接: https://pan.baidu.com/s/1VGQhDoeOhTcIFrWaWHLaXQ