artificial.txt

chi2实验(序列)是基于概率统计的连续属性离散化方法

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545,0,12,0,13,7,7.07,30.87,1,
546,2,0,10,13,7,13.34,30.87,1,
547,3,0,10,1,18,12.04,30.87,1,
548,4,12,7,11,27,21.02,30.87,1,
549,5,1,18,11,27,11.66,30.87,1,
550,0,0,0,0,18,21,35.34,1,
551,0,12,0,14,24,24,35.34,1,
552,2,0,18,14,24,15.3,35.34,1,
553,3,0,18,14,31,17.8,35.34,1,
554,4,12,24,14,31,8.06,35.34,1,
555,0,0,0,0,18,18,43.01,1,
556,0,11,0,13,12,12.17,43.01,1,
557,2,0,18,13,12,14.32,43.01,1,
558,3,0,18,4,37,23.35,43.01,1,
559,4,12,12,4,37,30.36,43.01,1,
560,0,0,0,0,17,17,53.34,1,
561,0,18,0,23,7,10.05,53.34,1,
562,2,0,17,23,7,25.96,53.34,1,
563,3,0,17,2,37,20.1,53.34,1,
564,4,18,10,27,18,8.25,53.34,1,
565,5,2,31,18,37,21.02,53.34,1,
566,6,18,40,27,18,28.64,53.34,1,
567,0,0,0,0,13,14,41.34,1,
568,0,18,0,18,7,8.25,41.34,1,
569,2,0,12,18,7,22.63,41.34,1,
570,3,0,12,6,33,22.02,41.34,1,
571,4,18,8,6,33,30.89,41.34,1,
572,0,0,0,0,7,7,43.01,1,
573,0,18,0,23,12,12.04,43.01,1,
574,2,0,7,23,12,25.5,43.01,1,
575,3,0,7,2,31,24.08,43.01,1,
576,4,18,12,23,27,17,43.01,1,
577,5,2,31,18,33,18.44,43.01,1,
578,6,18,31,23,27,7.81,43.01,1,
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580,0,12,0,14,11,11,33.11,1,
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582,3,0,12,2,27,17.12,33.11,1,
583,4,12,10,12,30,19.1,33.11,1,
584,5,2,26,12,30,10.05,33.11,1,
585,0,0,0,0,18,22,51.79,1,
586,0,6,0,9,7,9.06,51.79,1,
587,2,0,18,9,7,15.65,51.79,1,
588,3,0,18,0,37,24,51.79,1,
589,4,9,8,6,30,21.02,51.79,1,
590,5,0,40,4,51,6.4,51.79,1,
591,6,3,47,6,30,21.38,51.79,1,
592,0,0,0,0,13,13,41.76,1,
593,0,10,0,12,7,7.28,41.76,1,
594,2,0,12,12,7,13.42,41.76,1,
595,3,0,12,1,33,21.02,41.76,1,
596,4,12,7,12,18,14,41.76,1,
597,5,1,31,6,37,7.81,41.76,1,
598,6,6,40,12,18,19.92,41.76,1,
599,0,18,0,6,6,16.16,42.19,2,
600,0,6,6,0,12,9.22,42.19,2,
601,2,0,12,0,24,12,42.19,2,
602,3,0,24,6,30,9.22,42.19,2,
603,4,6,26,18,36,16.16,42.19,2,
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606,2,0,12,0,24,12,40.25,2,
607,3,0,24,6,30,9.22,40.25,2,
608,4,6,26,18,36,12.53,40.25,2,
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610,0,0,12,0,24,12,39.4,2,
611,2,0,24,16,36,20,39.4,2,
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613,0,2,7,0,13,7.28,31.3,2,
614,2,0,12,2,18,7.28,31.3,2,
615,3,2,18,14,27,13.89,31.3,2,
616,0,26,0,12,7,16.55,38.9,2,
617,0,12,7,0,13,13.89,38.9,2,
618,2,0,12,12,18,13.89,38.9,2,
619,3,12,18,27,27,16.55,38.9,2,
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624,0,0,7,0,13,7,27.59,2,
625,2,0,12,18,18,19.92,27.59,2,
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627,0,0,10,0,18,9.9,41.04,2,
628,2,0,18,28,30,29.73,41.04,2,
629,0,18,0,12,3,10.3,38.28,2,
630,0,12,2,0,7,13,38.28,2,
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632,3,0,18,12,25,13,38.28,2,
633,4,12,26,18,31,10.82,38.28,2,
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636,2,0,18,14,33,18.44,36.77,2,
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645,3,0,24,9,30,10.82,40.25,2,
646,4,9,26,18,36,10.82,40.25,2,
647,0,18,0,5,7,16.12,37.22,2,
648,0,5,8,0,13,9.43,37.22,2,
649,2,0,12,5,24,9.43,37.22,2,
650,3,5,24,18,31,16.12,37.22,2,
651,0,18,0,0,11,24.6,38.83,2,
652,0,0,10,0,18,11,38.83,2,