Δt
|
α\k
| |
1
|
2
|
3
|
4
|
5
|
---|
Algorithm 1
|
2
|
0.05
|
MN
|
18.29
|
7.53
|
9.8
|
12.7
|
14.23
|
| |
AE
|
4.6211
|
4.4179
|
4.7138
|
4.2188
|
3.8119
|
|
Same ∈
k
|
MN
|
2.69
|
2.07
|
2.16
|
1.93
|
1.93
|
| |
AE
|
4.7006
|
4.9603
|
4.8841
|
4.6833
|
4.7298
|
|
Diff. ∈
k
|
MN
|
15.26
|
7.85
|
8.78
|
13.06
|
12.28
|
| |
AE
|
4.8295
|
4.5322
|
5.0418
|
4.7346
|
4.6069
|
5
|
0.05
|
MN
|
9.69
|
3.48
|
3.12
|
58.2
|
74.07
|
| |
AE
|
4.1076
|
4.3243
|
4.1868
|
3.5311
|
3.5194
|
|
Same ∈
k
|
MN
|
2.34
|
2.31
|
2.42
|
16.9
|
11.38
|
| |
AE
|
4.9862
|
4.7669
|
4.6716
|
3.8873
|
4.0017
|
|
Diff. ∈
k
|
MN
|
25.72
|
8.14
|
10.45
|
25.8
|
174.88
|
| |
AE
|
4.0461
|
3.9583
|
3.7474
|
3.5655
|
3.6951
|
Algorithm 2
|
2
|
0.05
|
MN
|
89.7
|
19.75
|
17.8
|
40.42
|
69.52
|
| |
AE
|
4.0540
|
4.1339
|
4.1376
|
3.9696
|
3.9009
|
|
Same ∈
k
|
MN
|
2.52
|
3.85
|
3.55
|
3.82
|
3.84
|
| |
AE
|
5.0456
|
4.6069
|
4.3666
|
4.5876
|
3.8958
|
|
Diff. ∈
k
|
MN
|
197.49
|
15.05
|
22.09
|
36.85
|
94.24
|
| |
AE
|
3.8712
|
3.7934
|
4.3158
|
3.6485
|
3.5989
|
5
|
0.05
|
MN
|
138.14
|
30.52
|
46.66
|
98.87
|
377.66
|
| |
AE
|
4.0258
|
3.7218
|
3.8258
|
3.8445
|
3.9205
|
|
Same ∈
k
|
MN
|
21.67
|
11.34
|
11.17
|
26.65
|
59.64
|
| |
AE
|
4.0545
|
3.5715
|
4.1910
|
3.7252
|
3.8667
|
|
Diff. ∈
k
|
MN
|
185.54
|
28.39
|
33.81
|
89.81
|
846.61
|
| |
AE
|
3.7810
|
3.6694
|
3.6939
|
3.9806
|
3.8515
|
- Three strategies are used to choose the discrepancy tolerance α: a fixed value of α= 0.05; varying α values; and α= ∈
k
denoted as same ∈
k
); varying α values that are smaller than ∈
k
(denoted as diff. ∈
k
).(AE:Averaged Error; MN: Mean count Number).