pima测试集.txt

chi2实验(序列)是基于概率统计的连续属性离散化方法

1,2,1,0,0,0,0,0,0.078,21,
2,2,0,100,0,0,0,0,0.078,21,
3,2,1,155,62,0,114,0,0.078,21,
4,2,3,100,62,0,0,28.9,0.078,21,
5,2,3,100,62,0,0,0,0.127,21,
6,2,3,115,62,0,0,0,0.127,21,
7,2,3,0,76,0,0,0,0.127,21,
8,2,3,100,62,24,0,0,0.127,21,
9,2,1,115,0,0,15,0,0.127,21,
10,2,1,100,0,0,114,26.4,0.127,21,
11,2,1,100,76,0,0,28.9,0.127,21,
12,2,3,0,0,0,0,0,0.127,21,
13,2,3,124,76,24,15,28.9,0.127,21,
14,2,1,100,62,0,0,28.9,0.127,21,
15,2,3,124,62,24,114,28.9,0.127,21,
16,2,1,100,62,32,0,33.3,0.127,21,
17,2,0,0,62,32,0,33.3,0.127,21,
18,2,3,100,62,24,114,36.7,0.127,21,
19,2,1,155,62,32,114,36.7,0.127,21,
20,1,0,155,76,32,114,42.7,0.127,21,
21,1,1,100,76,32,114,45.4,0.127,21,
22,2,3,100,62,0,0,0,0.239,21,
23,1,7,115,0,0,0,0,0.239,21,
24,2,1,0,62,0,15,0,0.239,21,
25,2,1,115,0,32,15,33.3,0.239,21,
26,1,1,155,0,24,114,36.7,0.239,21,
27,2,1,100,76,32,114,36.7,0.239,21,
28,2,0,115,62,0,15,28.9,0.279,21,
29,2,3,155,62,0,114,28.9,0.279,21,
30,2,3,124,62,0,0,33.3,0.279,21,
31,2,1,115,76,0,15,0,0.279,21,
32,2,1,0,0,0,0,0,0.279,21,
33,2,3,0,62,0,0,0,0.279,21,
34,2,0,124,76,32,114,36.7,0.279,21,
35,2,1,124,76,0,0,26.4,0.279,21,
36,2,1,0,62,24,0,28.9,0.314,21,
37,2,3,100,0,0,15,28.9,0.314,21,
38,2,1,0,62,32,0,28.9,0.314,21,
39,2,3,0,62,0,0,0,0.314,21,
40,2,3,124,62,0,0,0,0.314,21,
41,2,1,124,62,0,114,0,0.314,21,
42,2,1,0,76,24,15,28.9,0.314,21,
43,2,1,124,62,32,114,36.7,0.314,21,
44,2,1,100,62,24,15,36.7,0.314,21,
45,2,1,0,62,24,0,28.9,0.314,21,
46,2,0,124,76,32,0,42.7,0.314,21,
47,2,1,0,0,0,0,0,0.404,21,
48,2,1,124,0,0,0,28.9,0.404,21,
49,2,1,124,0,32,0,33.3,0.404,21,
50,2,1,0,62,0,15,26.4,0.404,21,
51,2,3,0,62,24,15,28.9,0.404,21,
52,2,3,100,76,24,0,28.9,0.404,21,
53,1,1,100,76,32,114,33.3,0.404,21,
54,1,1,115,62,32,114,33.3,0.404,21,
55,2,0,124,0,0,15,0,0.404,21,
56,1,3,124,76,0,0,28.9,0.404,21,
57,2,1,100,62,0,15,0,0.404,21,
58,2,1,155,0,0,114,0,0.404,21,
59,2,3,0,0,0,0,26.4,0.404,21,
60,2,1,0,76,0,15,28.9,0.404,21,
61,1,0,155,76,0,114,28.9,0.404,21,
62,2,0,0,62,32,15,36.7,0.404,21,
63,1,3,124,62,24,114,28.9,0.404,21,
64,2,1,100,62,0,114,0,0.404,21,
65,1,1,100,62,0,15,28.9,0.404,21,
66,2,1,124,62,24,114,0,0.404,21,
67,1,1,0,62,32,0,36.7,0.404,21,
68,2,0,124,76,24,114,28.9,0.404,21,
69,2,1,0,0,0,0,28.9,0.404,21,
70,1,0,155,0,32,114,36.7,0.404,21,
71,1,0,124,62,24,114,36.7,0.404,21,
72,1,1,124,0,32,114,36.7,0.404,21,
73,2,1,115,0,32,114,36.7,0.404,21,
74,1,1,155,62,32,114,36.7,0.404,21,
75,2,0,124,76,0,0,28.9,0.404,21,
76,2,3,115,76,32,114,45.4,0.404,21,
77,2,1,0,62,0,15,28.9,0.404,21,
78,2,1,0,0,0,114,26.4,1.159,21,
79,1,7,124,76,32,114,33.3,0.239,31,
80,1,7,155,62,32,114,28.9,0.404,31,
81,2,3,100,62,0,0,26.4,0.127,31,
82,2,7,0,76,0,0,33.3,0.239,31,
83,1,1,124,76,32,15,33.3,0.404,31,
84,1,3,155,76,32,114,36.7,0.239,31,
85,1,1,100,76,0,0,26.4,0.239,31,
86,2,7,115,76,0,0,26.4,0.239,31,
87,1,7,155,62,24,0,33.3,0.404,31,
88,1,1,155,62,32,0,33.3,0.404,31,
89,2,3,124,76,32,0,28.9,0.279,31,
90,1,7,115,0,0,0,33.3,0.404,31,
91,1,7,155,0,32,114,33.3,0.404,31,
92,1,3,124,76,0,0,28.9,0.404,31,
93,1,7,124,62,32,15,36.7,0.127,31,
94,1,7,100,76,32,114,26.4,0.404,31,
95,2,3,0,62,24,0,28.9,0.127,31,
96,2,3,100,76,32,0,36.7,0.127,31,
97,2,7,124,62,32,15,0,0.127,31,
98,1,3,124,76,32,15,33.3,0.279,31,
99,1,7,155,76,32,114,33.3,0.404,31,
100,1,3,155,76,0,0,36.7,0.127,31,
101,1,1,155,76,24,0,33.3,0.404,31,
102,2,3,100,0,32,114,0,0.404,31,
103,1,1,100,62,0,0,36.7,0.279,31,
104,2,3,115,62,32,114,33.3,0.404,31,
105,2,7,124,62,32,114,33.3,0.404,31,
106,1,7,124,62,32,114,36.7,0.404,31,
107,1,1,155,0,0,0,42.7,0.279,31,
108,1,7,0,76,32,15,36.7,0.404,31,
109,1,7,100,62,0,0,28.9,0.404,31,
110,2,1,155,76,32,15,28.9,0.314,31,
111,2,1,124,0,0,0,26.4,0.404,31,
112,1,3,124,76,0,0,45.4,0.127,31,
113,2,3,100,0,0,114,0,0.404,31,
114,2,7,100,0,0,0,28.9,0.314,31,
115,1,7,124,62,32,0,36.7,0.404,31,
116,2,3,124,76,0,0,0,0.127,31,
117,2,3,0,76,0,0,28.9,0.314,31,
118,2,3,0,76,0,0,28.9,0.314,31,
119,1,7,155,62,32,114,0,0.127,31,
120,1,3,155,62,0,114,28.9,0.314,31,
121,1,0,155,76,24,15,33.3,0.314,31,
122,1,7,155,76,24,114,36.7,0.404,31,
123,2,7,100,76,0,15,0,0.404,31,
124,2,1,100,62,0,0,0,0.404,31,
125,2,3,0,0,0,0,26.4,0.404,31,
126,1,1,124,76,24,114,28.9,0.127,31,
127,1,7,124,76,32,114,36.7,0.404,31,
128,1,7,155,76,0,0,36.7,0.404,31,
129,2,1,100,62,24,114,28.9,0.404,31,
130,2,7,0,62,24,0,36.7,0.404,31,
131,2,7,100,76,0,0,0,0.404,31,
132,2,7,100,76,0,0,26.4,0.127,31,
133,1,7,155,76,24,114,45.4,0.404,31,
134,2,3,124,62,24,114,28.9,0.404,31,
135,2,1,0,62,32,15,45.4,0.404,31,
136,1,7,100,76,32,0,45.4,0.404,31,
137,1,3,0,62,0,0,28.9,1.159,31,
138,2,7,115,62,0,0,0,1.159,31,
139,1,7,124,76,32,0,45.4,0.314,31,
140,1,7,155,62,0,0,0,1.159,31,
141,1,7,155,76,24,114,33.3,1.159,31,
142,2,3,155,76,0,0,36.7,1.159,31,
143,1,7,155,76,0,0,28.9,1.159,31,
144,1,3,115,0,32,0,33.3,0.239,31,
145,2,0,155,76,32,114,45.4,1.159,31,
146,1,1,124,76,32,114,45.4,0.314,31,
147,2,1,0,62,24,0,26.4,0.314,31,
148,2,3,124,76,0,0,28.9,0.127,63,
149,2,3,100,76,32,0,36.7,0.279,63,
150,2,3,155,62,0,0,28.9,0.127,63,
151,2,7,115,76,0,0,0,0.404,63,
152,2,0,0,0,0,0,0,0.404,66,
153,2,7,155,76,0,0,0,0.404,66,
154,2,3,155,62,0,0,26.4,0.279,66,