Comparison of Binomial proportion confidence interval

	A	B	C	D	E	F	G	H	I
1	p	サンプルサイズ	confidence level	アルゴリズム	信頼区間内に入った回数	シミュレーション回数	カバレッジ	# of zero width interval	処理時間 [ms]
2	0.1	100	0.95	NormalApproximationInterval	932461	1000000	93.246%	24	19508
3	0.1	100	0.95	ClopperPearsonInterval	955854	1000000	95.585%	0	66033
4	0.1	100	0.95	WilsonScoreInterval	936629	1000000	93.663%	0	19739
5	0.1	100	0.95	AgrestiCoullInterval	971568	1000000	97.157%	0	19449
6	0.1	200	0.95	NormalApproximationInterval	926851	1000000	92.685%	0	19513
7	0.1	200	0.95	ClopperPearsonInterval	966867	1000000	96.687%	0	72180
8	0.1	200	0.95	WilsonScoreInterval	956123	1000000	95.612%	0	19596
9	0.1	200	0.95	AgrestiCoullInterval	956123	1000000	95.612%	0	19569
10	0.1	300	0.95	NormalApproximationInterval	937252	1000000	93.725%	0	19619
11	0.1	300	0.95	ClopperPearsonInterval	966155	1000000	96.616%	0	78748
12	0.1	300	0.95	WilsonScoreInterval	957328	1000000	95.733%	0	19914
13	0.1	300	0.95	AgrestiCoullInterval	957328	1000000	95.733%	0	19509
14	0.1	400	0.95	NormalApproximationInterval	949148	1000000	94.915%	0	19702
15	0.1	400	0.95	ClopperPearsonInterval	954488	1000000	95.449%	0	83177
16	0.1	400	0.95	WilsonScoreInterval	944956	1000000	94.496%	0	19556
17	0.1	400	0.95	AgrestiCoullInterval	944956	1000000	94.496%	0	19730
18	0.1	500	0.95	NormalApproximationInterval	942494	1000000	94.249%	0	19778
19	0.1	500	0.95	ClopperPearsonInterval	963202	1000000	96.320%	0	85191
20	0.1	500	0.95	WilsonScoreInterval	956076	1000000	95.608%	0	20066
21	0.1	500	0.95	AgrestiCoullInterval	956076	1000000	95.608%	0	19369
22	0.1	600	0.95	NormalApproximationInterval	939067	1000000	93.907%	0	19531
23	0.1	600	0.95	ClopperPearsonInterval	959008	1000000	95.901%	0	86905
24	0.1	600	0.95	WilsonScoreInterval	951806	1000000	95.181%	0	19889
25	0.1	600	0.95	AgrestiCoullInterval	951806	1000000	95.181%	0	19537
26	0.1	700	0.95	NormalApproximationInterval	953478	1000000	95.348%	0	19824
27	0.1	700	0.95	ClopperPearsonInterval	956140	1000000	95.614%	0	86741
28	0.1	700	0.95	WilsonScoreInterval	949319	1000000	94.932%	0	19785
29	0.1	700	0.95	AgrestiCoullInterval	949319	1000000	94.932%	0	19739
30	0.1	800	0.95	NormalApproximationInterval	952277	1000000	95.228%	0	19899
31	0.1	800	0.95	ClopperPearsonInterval	955004	1000000	95.500%	0	85709
32	0.1	800	0.95	WilsonScoreInterval	948477	1000000	94.848%	0	19825
33	0.1	800	0.95	AgrestiCoullInterval	948477	1000000	94.848%	0	19669
34	0.1	900	0.95	NormalApproximationInterval	952390	1000000	95.239%	0	19485
35	0.1	900	0.95	ClopperPearsonInterval	954657	1000000	95.466%	0	84469
36	0.1	900	0.95	WilsonScoreInterval	948403	1000000	94.840%	0	19604
37	0.1	900	0.95	AgrestiCoullInterval	948403	1000000	94.840%	0	19638
38	0.1	1000	0.95	NormalApproximationInterval	952997	1000000	95.300%	0	19498
39	0.1	1000	0.95	ClopperPearsonInterval	954948	1000000	95.495%	0	81196
40	0.1	1000	0.95	WilsonScoreInterval	949065	1000000	94.907%	0	19761
41	0.1	1000	0.95	AgrestiCoullInterval	949065	1000000	94.907%	0	19659
42	0.1	2000	0.95	NormalApproximationInterval	946115	1000000	94.612%	0	19696
43	0.1	2000	0.95	ClopperPearsonInterval	955696	1000000	95.570%	0	92419
44	0.1	2000	0.95	WilsonScoreInterval	951725	1000000	95.173%	0	19794
45	0.1	2000	0.95	AgrestiCoullInterval	951725	1000000	95.173%	0	19614
46	0.1	3000	0.95	NormalApproximationInterval	947718	1000000	94.772%	0	19522
47	0.1	3000	0.95	ClopperPearsonInterval	955349	1000000	95.535%	0	102658
48	0.1	3000	0.95	WilsonScoreInterval	952083	1000000	95.208%	0	20160
49	0.1	3000	0.95	AgrestiCoullInterval	952083	1000000	95.208%	0	19564
50	0.1	4000	0.95	NormalApproximationInterval	948420	1000000	94.842%	0	19327
51	0.1	4000	0.95	ClopperPearsonInterval	954909	1000000	95.491%	0	111980
52	0.1	4000	0.95	WilsonScoreInterval	952026	1000000	95.203%	0	19703
53	0.1	4000	0.95	AgrestiCoullInterval	952026	1000000	95.203%	0	19400
54	0.1	5000	0.95	NormalApproximationInterval	951957	1000000	95.196%	0	19748
55	0.1	5000	0.95	ClopperPearsonInterval	952467	1000000	95.247%	0	113281
56	0.1	5000	0.95	WilsonScoreInterval	949803	1000000	94.980%	0	19860
57	0.1	5000	0.95	AgrestiCoullInterval	949803	1000000	94.980%	0	19772
58	0.1	6000	0.95	NormalApproximationInterval	951909	1000000	95.191%	0	19689
59	0.1	6000	0.95	ClopperPearsonInterval	952356	1000000	95.236%	0	105554
60	0.1	6000	0.95	WilsonScoreInterval	949940	1000000	94.994%	0	19862
61	0.1	6000	0.95	AgrestiCoullInterval	949940	1000000	94.994%	0	19798
62	0.1	7000	0.95	NormalApproximationInterval	948694	1000000	94.869%	0	19894
63	0.1	7000	0.95	ClopperPearsonInterval	953662	1000000	95.366%	0	99364
64	0.1	7000	0.95	WilsonScoreInterval	951420	1000000	95.142%	0	19378
65	0.1	7000	0.95	AgrestiCoullInterval	951420	1000000	95.142%	0	19582
66	0.1	8000	0.95	NormalApproximationInterval	951436	1000000	95.144%	0	19705
67	0.1	8000	0.95	ClopperPearsonInterval	951720	1000000	95.172%	0	112029
68	0.1	8000	0.95	WilsonScoreInterval	949584	1000000	94.958%	0	19757
69	0.1	8000	0.95	AgrestiCoullInterval	949584	1000000	94.958%	0	19897
70	0.1	9000	0.95	NormalApproximationInterval	950591	1000000	95.059%	0	13840
71	0.1	9000	0.95	ClopperPearsonInterval	950874	1000000	95.087%	0	92402
72	0.1	9000	0.95	WilsonScoreInterval	948860	1000000	94.886%	0	14076
73	0.1	9000	0.95	AgrestiCoullInterval	948860	1000000	94.886%	0	13958
74	0.1	10000	0.95	NormalApproximationInterval	950891	1000000	95.089%	0	13562
75	0.1	10000	0.95	ClopperPearsonInterval	950918	1000000	95.092%	0	91137
76	0.1	10000	0.95	WilsonScoreInterval	948915	1000000	94.892%	0	13390
77	0.1	10000	0.95	AgrestiCoullInterval	948915	1000000	94.892%	0	13216
78	0.09	100	0.95	NormalApproximationInterval	944945	1000000	94.495%	84	12956
79	0.09	100	0.95	ClopperPearsonInterval	965853	1000000	96.585%	0	47409
80	0.09	100	0.95	WilsonScoreInterval	948805	1000000	94.881%	0	12978
81	0.09	100	0.95	AgrestiCoullInterval	948805	1000000	94.881%	0	13025
82	0.09	200	0.95	NormalApproximationInterval	939603	1000000	93.960%	0	12712
83	0.09	200	0.95	ClopperPearsonInterval	965378	1000000	96.538%	0	52571
84	0.09	200	0.95	WilsonScoreInterval	937599	1000000	93.760%	0	12796
85	0.09	200	0.95	AgrestiCoullInterval	965378	1000000	96.538%	0	12932
86	0.09	300	0.95	NormalApproximationInterval	949016	1000000	94.902%	0	12657
87	0.09	300	0.95	ClopperPearsonInterval	956656	1000000	95.666%	0	57937
88	0.09	300	0.95	WilsonScoreInterval	945744	1000000	94.574%	0	12891
89	0.09	300	0.95	AgrestiCoullInterval	945744	1000000	94.574%	0	12951
90	0.09	400	0.95	NormalApproximationInterval	938357	1000000	93.836%	0	19966
91	0.09	400	0.95	ClopperPearsonInterval	964014	1000000	96.401%	0	81206
92	0.09	400	0.95	WilsonScoreInterval	955830	1000000	95.583%	0	19807
93	0.09	400	0.95	AgrestiCoullInterval	955830	1000000	95.583%	0	19867
94	0.09	500	0.95	NormalApproximationInterval	953494	1000000	95.349%	0	19675
95	0.09	500	0.95	ClopperPearsonInterval	957729	1000000	95.773%	0	84446
96	0.09	500	0.95	WilsonScoreInterval	949510	1000000	94.951%	0	19652
97	0.09	500	0.95	AgrestiCoullInterval	949510	1000000	94.951%	0	19754
98	0.09	600	0.95	NormalApproximationInterval	950046	1000000	95.005%	0	19644
99	0.09	600	0.95	ClopperPearsonInterval	953857	1000000	95.386%	0	86181
100	0.09	600	0.95	WilsonScoreInterval	945811	1000000	94.581%	0	19774