Improved Method for Predicting the Performance of the Physical Links in Telecommunications Access Networks
Table 3
Results of the tests of the different rule bases.
Number
Rule base
Correct
Acceptable
Incorrect
1
Skirted – H – L2
57
8
0
2
Half-Gaussian – H – L2
57
8
0
3
RBW DB with interpolation
57
7
1
4
Skirted – H – HL1
57
6
2
5
Half-Gaussian – H – HL1
57
6
2
6
Skirted – H – L4
54
11
0
7
Half-Gaussian – H – L4
54
11
0
8
Skirted – H – L8
54
4
7
9
Half-Gaussian – H – L8
54
4
7
10
RB1 with interpolation
53
12
0
11
Skirted – DB – HL1
52
12
1
12
Skirted – DB – L2
52
12
1
13
Half-Gaussian – DB – HL1
52
12
1
14
Half-Gaussian – DB – L2
52
12
1
15
Skirted – DB – L3
51
13
1
16
Half-Gaussian – DB – L3
51
13
1
17
Interpolated – DB – L3
50
15
0
18
Skirted – DB – L1
50
14
1
19
Half-Gaussian – DB – L1
50
14
1
20
Gaussian – DB – L3
49
16
0
21
Interpolated – H – L8
49
16
0
22
Interpolated – DB – HL1
49
12
4
23
Gaussian – H – HL1
48
17
0
24
Gaussian – DB – L4
48
17
0
25
Skirted – DB – L4
48
16
1
26
Half-Gaussian – DB – L4
48
16
1
27
Interpolated – DB – L2
48
16
1
28
RB1 with normalized interpolation
46
19
0
29
RBW H with interpolation
46
19
0
30
Skirted – H – L1
45
20
0
31
Half-Gaussian – H – L1
45
20
0
32
Gaussian – DB – L2
45
20
0
33
Gaussian – H – L1
44
21
0
34
Gaussian – H – L2
44
21
0
35
Interpolated – H – L4
44
21
0
36
Gaussian – H – L4
43
19
3
37
Gaussian – H – L8
43
15
7
38
Interpolated – DB – HL1
42
19
4
39
Gaussian – DB – HL1
40
23
2
40
Gaussian – DB – L1
39
24
2
41
Interpolated – H – L2
37
28
0
42
Interpolated – H – HL1
36
29
0
43
Interpolated – H – HL1
24
41
0
In column Rule base the first capital (H or DB) stands for the wavelet transformation method (Haar or Daubechies), the second 1 or 2 capitals (L or HL) stand for the used components of the results of the wavelet transformations (high or high and low), and the number at the last position refers to the points resulted by the wavelet transformations.
