auto.txt

来自「chi2实验(序列)是基于概率统计的连续属性离散化方法」· 文本 代码 · 共 435 行 · 第 1/5 页

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22.5112 25.0472 8.9918 35.7914 7.38 4.2 6.975 13.5536 7.2 7.26647 6.56627 35.0809 13.1147 9.2 7.66667 11.8367 18.4762 13.5933 7.0496 24.8684 20.0108 16 8.2 9.2 11.2 13.8141 10.7681 5.34286 6.2 24.2 27
 17 4.00952 6.96667 10 6.2 171.2 8.85561 12.3529 14.2241 6.24619 6.66667 11 8.60809 9.49305 18.7894 9.54921 7.92412 9.58431 10.3142 19 15.2 14.2 6.81481 33.4062 8.33 7.2 10.4348 17.3913 11 5.09108 10.
3587 9.66202 8.94624 10.9238 8.57143 9.04211 6.74656 5.91053 6.66154 8.67059 17.2 26.2 26.2 80.2 11.1773 10.175 7.42529 8.47917 12.2981 8.61445 7.01015 11.6735 6.24248 10.4135 9.99351 9.05291 27.3934
25.7867 10.4479
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*************
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22.5112 25.0472 8.9918 35.7914 7.38 4.2 6.975 13.5536 7.2 7.26647 6.56627 35.0809 13.1147 9.2 7.66667 11.8367 18.4762 13.5933 7.0496 24.8684 20.0108 16 8.2 9.2 11.2 13.8141 10.7681 5.34286 6.2 24.2 27
 17.3321 15.4875 10 6.2 171.2 8.85561 12.3529 14.2241 6.24619 6.66667 11 8.60809 9.49305 18.7894 9.54921 7.92412 9.58431 10.3142 19 15.2 14.2 6.81481 33.4062 8.33 7.2 10.4348 17.3913 11 5.09108 10.358
7 9.66202 8.94624 10.9238 8.57143 9.04211 6.74656 5.91053 6.66154 8.67059 17.2 26.2 26.2 80.2 11.1773 10.175 7.42529 8.47917 12.2981 8.61445 7.01015 11.6735 6.24248 10.4135 9.99351 9.05291 27.3934 25.
7867 10.4479
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*************
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22.5112 25.0472 8.9918 35.7914 7.38 4.2 6.975 13.5536 7.2 7.26647 6.56627 35.0809 13.1147 9.2 7.66667 11.8367 18.4762 13.5933 7.0496 24.8684 20.0108 16 8.2 9.2 11.2 13.8141 10.7681 5.34286 6.2 24.2 27
 17.3321 15.4875 10 6.2 171.2 8.85561 12.3529 14.2241 6.24619 6.66667 11 8.60809 9.49305 18.7894 9.54921 7.92412 9.58431 10.3142 19 15.2 14.2 6.81481 33.4062 8.33 7.2 10.4348 17.3913 11 5.09108 10.358
7 9.66202 8.94624 10.9238 8.57143 9.04211 6.74656 5.91053 6.66154 8.67059 17.2 26.2 26.2 80.2 11.1773 10.175 7.42529 8.47917 12.2981 8.61445 7.01015 5.46089 14.5418 9.99351 9.05291 27.3934 25.7867 10.
4479
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*************
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22.5112 25.0472 8.9918 35.7914 7.38 4.2 6.975 13.5536 7.2 7.26647 6.56627 35.0809 13.1147 9.2 7.66667 11.8367 18.4762 13.5933 7.0496 24.8684 20.0108 16 8.2 9.2 11.2 13.8141 10.7681 5.34286 6.2 24.2 27
 17.3321 15.4875 10 6.2 171.2 8.85561 12.3529 11.7483 13.9205 11 8.60809 9.49305 18.7894 9.54921 7.92412 9.58431 10.3142 19 15.2 14.2 6.81481 33.4062 8.33 7.2 10.4348 17.3913 11 5.09108 10.3587 9.6620
2 8.94624 10.9238 8.57143 9.04211 6.74656 5.91053 6.66154 8.67059 17.2 26.2 26.2 80.2 11.1773 10.175 7.42529 8.47917 12.2981 8.61445 7.01015 5.46089 14.5418 9.99351 9.05291 27.3934 25.7867 10.4479
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*************
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22.5112 25.0472 8.9918 35.7914 7.92 5.18095 13.5536 7.2 7.26647 6.56627 35.0809 13.1147 9.2 7.66667 11.8367 18.4762 13.5933 7.0496 24.8684 20.0108 16 8.2 9.2 11.2 13.8141 10.7681 5.34286 6.2 24.2 27 1
7.3321 15.4875 10 6.2 171.2 8.85561 12.3529 11.7483 13.9205 11 8.60809 9.49305 18.7894 9.54921 7.92412 9.58431 10.3142 19 15.2 14.2 6.81481 33.4062 8.33 7.2 10.4348 17.3913 11 5.09108 10.3587 9.66202
8.94624 10.9238 8.57143 9.04211 6.74656 5.91053 6.66154 8.67059 17.2 26.2 26.2 80.2 11.1773 10.175 7.42529 8.47917 12.2981 8.61445 7.01015 5.46089 14.5418 9.99351 9.05291 27.3934 25.7867 10.4479
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*************
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22.5112 25.0472 8.9918 34.4492 22.1019 7.2 7.26647 6.56627 35.0809 13.1147 9.2 7.66667 11.8367 18.4762 13.5933 7.0496 24.8684 20.0108 16 8.2 9.2 11.2 13.8141 10.7681 5.34286 6.2 24.2 27 17.3321 15.487
5 10 6.2 171.2 8.85561 12.3529 11.7483 13.9205 11 8.60809 9.49305 18.7894 9.54921 7.92412 9.58431 10.3142 19 15.2 14.2 6.81481 33.4062 8.33 7.2 10.4348 17.3913 11 5.09108 10.3587 9.66202 8.94624 10.92
38 8.57143 9.04211 6.74656 5.91053 6.66154 8.67059 17.2 26.2 26.2 80.2 11.1773 10.175 7.42529 8.47917 12.2981 8.61445 7.01015 5.46089 14.5418 9.99351 9.05291 27.3934 25.7867 10.4479
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