役に立つ薬の情報～専門薬学 ｜ 薬・薬学・専門薬学・薬理学など

役に立つ薬の情報～専門薬学 ＞ 統計学 ＞ 分布表(Mann-Whitney・Kruskal-Wallis・Spearman・Friedman・相関係数検定表)

分布表(Mann-Whitney・Kruskal-Wallis・Spearman・Friedman・相関係数検定表)

 

　Mann-Whitney検定表(両側確率)

 

　P＜0.05

Mann-Whitney検定表
n2=	4	5	6	7	8	9	10	11	12	13	14	15	16	17	18	19	20
n1=1	-	-	-	-	-	-	-	-	-	-	-	-	-	-	-	-	-
2	-	-	-	-	0	0	0	0	1	1	1	1	1	2	2	2	2
3	-	0	1	1	2	2	3	3	4	4	5	5	6	6	7	7	8
4	0	1	2	3	4	4	5	6	7	8	9	10	11	11	12	13	13
5		2	3	5	6	7	8	9	11	12	13	14	15	17	18	19	20
6			5	6	8	10	11	13	14	16	17	19	21	22	24	25	27
7				8	10	12	14	16	18	20	22	24	26	28	30	32	34
8					13	15	17	19	22	24	26	28	31	34	36	38	41
9						17	20	23	26	28	31	34	37	39	42	45	48
10							23	26	29	33	36	39	42	45	48	52	55
11								30	33	37	40	44	47	51	55	58	62
12									37	41	45	49	53	57	61	65	69
13										45	50	54	59	63	67	72	76
14											55	59	64	67	74	78	83
15												64	70	75	80	85	90
16													75	81	86	92	98
17														87	93	99	105
18															99	106	112
19																113	119
20																	127

 

 

　Kruskal-Wallis検定表

Kruskal-Wallis検定表
n1 n2 n3 P＜0.05 P＜0.01 2 2 2 - - 2 2 3 4.717 - 2 2 4 5.333 - 2 2 5 5.160 6.533 2 2 6 5.436 6.655 2 2 7 5.143 7.000 2 2 8 5.356 6.664 2 2 9 5.260 6.897 2 2 10 5.120 6.537 2 2 11 5.164 6.766 2 2 12 5.173 6.761 2 2 13 5.199 6.792 2 3 3 5.361 - 2 3 4 5.444 6.444 2 3 5 5.251 6.909 2 3 6 5.349 6.970 2 3 7 5.357 6.839 2 3 8 5.316 7.022 2 3 9 5.340 7.006 2 3 10 5.362 7.042 2 3 11 5.274 7.094 2 3 12 5.350 7.1134 2 4 4 5.455 7.036 2 4 5 5.273 7.205 2 4 6 5.340 7.340 2 4 7 5.376 7.321 2 4 8 5.393 7.350 2 4 9 5.400 7.364 2 4 10 5.345 7.357 2 4 11 5.365 7.396 2 5 5 5.339 7.339 2 5 6 5.339 7.376 2 5 7 5.393 7.450 2 5 8 5.415 7.440 2 5 9 5.396 7.447 2 5 10 5.420 7.514 2 6 6 5.410 7.467 2 6 7 5.357 7.491 2 6 8 5.404 7.522 2 6 9 5.392 7.566 2 7 7 5.398 7.491 2 7 8 5.403 7.571		n1 n2 n3 P＜0.05 P＜0.01 3 3 3 5.600 7.200 3 3 4 5.791 6.746 3 3 5 5.649 7.079 3 3 6 5.615 7.410 3 3 7 5.620 7.228 3 3 8 5.617 7.350 3 3 9 5.589 7.422 3 3 10 5.588 7.372 3 3 11 5.583 7.418 3 4 4 5.599 7.144 3 4 5 5.656 7.445 3 4 6 5.610 7.500 3 4 7 5.623 7.550 3 4 8 5.623 7.585 3 4 9 5.652 7.614 3 4 10 5.661 7.617 3 5 5 5.706 7.578 3 5 6 5.602 7.591 3 5 7 5.607 7.697 3 5 8 5.614 7.706 3 5 9 5.670 7.733 3 6 6 5.625 7.725 3 6 7 5.689 7.756 3 6 8 5.678 7.796 3 7 7 5.688 7.810 4 4 4 5.692 7.654 4 4 5 5.657 7.760 4 4 6 5.681 7.795 4 4 7 5.650 7.814 4 4 8 5.779 7.853 4 4 9 5.704 7.910 4 5 5 5.666 7.823 4 5 6 5.661 7.936 4 5 7 5.733 7.931 4 5 8 5.718 7.992 4 6 6 5.724 8.000 4 6 7 5.706 8.039 5 5 5 5.780 8.000 5 5 6 5.729 8.028 5 5 7 5.708 8.108 5 6 6 5.765 8.124

 

 

　Spearman検定表(両側確率)、Friedman検定表

Spearman検定表 P＜0.05 P＜0.01 n=5 1.000 - 6 .886 1.000 7 .786 .929 8 .738 .881 9 .700 .833 10 .648 .794 11 .618 .755 12 .587 .727 13 .560 .703 14 .539 .675 15 .521 .654 16 .503 .635 17 .485 .615 18 .472 .600 19 .460 .584 20 .447 .570 21 .435 .556 22 .425 .544 23 .415 .532 24 .406 .521 25 .398 .511 26 .390 .501 27 .382 .491 28 .375 .483 29 .368 .475 30 .362 .467

Friedman検定表 P＜0.05 P＜0.01 P＜0.05 P＜0.01 n=3 6.00 - n=3 7.40 9.00 4 6.50 8.00 4 7.80 9.60 5 6.40 8.40 5 7.80 9.96 6 7.00 9.00 ∞ 7.81 11,34 7 7.14 8.86 8 6.25 9.00 9 6.22 9.56 ∞ 5.99 9.21

 

 

　相関係数検定表

相関係数検定表
0.05 0.01 n=3 .997 1.000 4 .950 .990 5 .878 .959 6 .811 .917 7 .755 .875 8 .707 .834 9 .666 .798 10 .632 .765 11 .602 .735 12 .576 .708 13 .553 .684 14 .532 .661 15 .514 .641 16 .497 .623 17 .482 .606 18 .468 .590 19 .456 .575 20 .444 .561 21 .433 .549 22 .423 .537 23 .413 .526 24 .404 .515 25 .396 .505 26 .388 .496		0.05 0.01 27 .381 .487 28 .374 .479 29 .367 .471 30 .361 .463 31 .355 .456 32 .349 .449 33 .344 .442 34 .339 .436 35 .334 .430 36 .329 .424 37 .325 .418 38 .320 .413 39 .316 .408 40 .312 .403 42 .304 .393 44 .297 .384 46 .291 .376 48 .285 .368 50 .279 .361 60 .254 .330 70 .235 .306 80 .220 .286 90 .207 .270 100 .197 .256