bupa测试集归一.txt

chi2实验(序列)是基于概率统计的连续属性离散化方法

1 1	1	0.0422535	-0.259259	-1	-1	-1
2 1	1	0.211268	-0.259259	-1	-1	-1
3 2	1	0.521127	-0.259259	-1	-1	-1
4 1	-1	0.521127	-0.259259	-1	-1	-1
5 1	1	0.211268	0.333333	-1	-1	-1
6 2	1	0.380282	0.333333	-1	-1	-1
7 2	-1	0.211268	-1	-0.142857	-1	-1
8 1	1	0.521127	-0.259259	-1	-0.867769	-1
9 2	1	-0.0985915	-0.259259	-1	-0.867769	-1
10 2	1	0.380282	-0.259259	-0.142857	-0.867769	-1
11 2	-1	0.0422535	-0.259259	-1	-0.867769	-1
12 1	1	0.0422535	0.333333	-1	-0.834711	-1
13 1	1	-0.464789	0.333333	-1	-0.834711	-1
14 1	1	-0.0985915	-0.259259	-1	-0.834711	-1
15 1	-1	0.521127	0.333333	-1	-0.834711	-1
16 1	1	-0.0985915	1	-1	-0.834711	-1
17 2	1	0.380282	-0.259259	-1	-0.834711	-1
18 1	1	0.521127	1	-0.142857	-0.834711	-1
19 2	1	-0.0985915	-0.259259	-0.142857	-0.834711	-1
20 2	-1	-0.464789	0.333333	-0.142857	-0.735537	-1
21 2	1	0.521127	0.851852	-0.142857	-0.735537	-1
22 2	-1	0.521127	0.333333	-0.142857	-0.652893	-1
23 2	1	0.0422535	0.333333	-1	-0.652893	-1
24 2	-1	0.521127	-0.259259	-1	-0.652893	-1
25 2	1	1	0.333333	-0.142857	-0.652893	-1
26 2	-1	-1	0.851852	-0.142857	-0.652893	-1
27 2	1	-0.0985915	-0.259259	-1	-0.652893	-1
28 2	1	-0.0985915	-0.259259	-1	-0.652893	-1
29 1	-1	0.521127	1	-0.142857	-0.652893	-1
30 1	1	0.211268	1	-0.142857	-0.652893	-1
31 1	1	1	1	-1	-0.652893	-1
32 2	1	-0.464789	1	-0.142857	-0.652893	-1
33 2	1	1	1	-0.142857	-0.652893	-1
34 2	1	-0.464789	1	-0.142857	-0.652893	-1
35 2	1	-0.0985915	1	-0.142857	-0.371901	-1
36 2	-1	0.0422535	1	-0.142857	-0.371901	-1
37 1	1	0.0422535	0.851852	-0.142857	-0.371901	-1
38 2	1	-0.464789	0.851852	-0.142857	-0.371901	-1
39 2	-1	-0.0985915	1	1	-0.371901	-1
40 2	-1	0.521127	1	-1	0.123967	-1
41 2	1	0.0422535	-0.259259	-1	0.123967	-1
42 1	1	1	1	-1	1	-1
43 1	1	0.0422535	-0.259259	-1	-1	-0.466667
44 2	-1	-0.464789	-0.259259	-1	-0.834711	-0.466667
45 2	1	-0.0985915	-0.259259	-1	-1	-0.466667
46 2	-1	0.0422535	0.851852	-1	-0.652893	-0.466667
47 2	1	-0.464789	0.333333	-1	-0.652893	-0.466667
48 2	1	1	0.851852	-1	-0.371901	-0.466667
49 2	1	0.521127	-0.259259	-1	-0.735537	-0.466667
50 2	1	0.0422535	-0.259259	-1	-0.371901	-0.466667
51 2	-1	0.211268	-1	-1	-1	-0.466667
52 2	1	0.211268	0.333333	-0.142857	0.123967	-0.466667
53 2	-1	-0.0985915	-0.259259	-0.142857	-0.371901	-0.2
54 2	-1	0.211268	0.333333	-0.142857	-0.652893	-0.2
55 1	-1	-0.15493	1	-0.142857	-0.735537	-0.2
56 1	1	-0.464789	-1	-1	-0.371901	-0.2
57 1	1	0.211268	-0.259259	-1	-0.867769	-0.2
58 2	1	1	1	-0.142857	-0.371901	-0.2
59 2	1	-1	-1	-1	-0.834711	-0.2
60 2	1	-0.464789	0.333333	-1	-0.371901	-0.2
61 2	1	0.211268	0.333333	-0.142857	-0.107438	-0.2
62 2	1	-0.0985915	1	-0.142857	0.123967	-0.2
63 2	1	-0.0985915	-0.259259	-1	-0.867769	-0.2
64 1	1	0.211268	1	-0.142857	0.123967	-0.2
65 1	1	0.521127	1	0.714286	-0.652893	-0.2
66 2	1	0.380282	-0.259259	-0.142857	1	-0.2
67 2	1	0.521127	1	1	1	-0.2
68 2	1	0.380282	-0.259259	-1	-0.834711	-0.2
69 1	1	0.521127	1	-0.142857	1	1