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Mathematical Problems in Engineering
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Mathematical Problems in Engineering
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2014
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Article
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Tab 10
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Research Article
Building Cost Function 3D Benchmarks to Improve the Economic Statistical Design of
Control Charts
Table 10
Accuracies of the 3D Vis method in comparison with HJ and GA: Weibull failure distribution with
.
Method
0.05
94
1.4708
1.5785
0.1145
0.1989
265.10
0.25
0.25
94
0.9899
1.5750
0.1153
0.1980
408.36
0.50
89
3.8030
1.5051
0.1323
0.1967
525.15
0.05
30
1.0628
1.8879
0.0590
0.1975
280.22
HJ
0.50
0.25
26
0.6986
1.6610
0.0967
0.1871
400.82
0.50
28
0.6228
1.8031
0.0714
0.1997
471.59
0.05
11
1.1775
2.2431
0.0249
0.1415
260.99
1.00
0.25
13
1.1000
1.9935
0.0462
0.0535
277.85
0.50
13
0.9540
1.9798
0.0477
0.0520
278.10
0.05
84
1.6472
1.4423
0.1492
0.1978
259.88
0.25
0.25
94
0.9069
1.5788
0.1144
0.1990
407.81
0.50
89
0.7631
1.5082
0.1315
0.1975
483.76
0.05
31
1.0235
1.9160
0.0554
0.1927
283.05
GA
0.50
0.25
30
0.6695
1.8805
0.0600
0.1954
406.84
0.50
24
0.6120
1.4459
0.1482
0.1578
478.75
0.05
8
1.1491
1.9850
0.0471
0.1995
263.71
1.00
0.25
8
0.8793
1.9745
0.0483
0.1966
285.30
0.50
8
0.7760
1.9754
0.0482
0.1968
287.46
0.05
84
1.4300
1.4495
0.1472
0.1999
255.19
0.25
0.25
84
0.9200
1.4395
0.1500
0.1971
392.14
0.50
84
0.7650
1.4395
0.1500
0.1971
474.57
0.05
25
1.0800
1.6495
0.0990
0.1975
275.71
3D Vis
0.50
0.25
23
0.6950
1.5495
0.1213
0.1981
396.94
0.50
23
0.5800
1.5495
0.1213
0.1981
463.77
0.05
11
1.2300
2.2100
0.0271
0.1342
260.82
1.00
0.25
13
1.0667
2.0395
0.0414
0.0587
277.70
0.50
13
0.9467
1.9595
0.0501
0.0499
278.07