📄 output.3deceptive.60.model
字号:
===============================================
Simple Bayesian Optimization Algorithm in C++
Version 1.0 (Released in March 1999)
Copyright (c) 1999 Martin Pelikan
Author: Martin Pelikan
-----------------------------------------------
Parameter values from: input.3deceptive.60
===============================================
--------------------------------------------------------
Generation: 0
0 <- 40, 2
1 <- 47, 12
2 <- 24, 14
3 <- 44, 15
4 <- 5, 3
5 <- 6, 16
6 <- 19, 43
7 <- 22, 3
8 <- 26, 23
9 <- 36, 46
10 <- 9, 11
11 <- 9, 4
12 <- 5, 25
13 <- 10, 15
14 <- 19, 25
15 <- 14, 6
16 <- 15, 17
17 <- 15, 19
18 <-
19 <- 18, 20
20 <- 18
21 <- 6, 47
22 <- 21, 23
23 <- 46, 12
24 <- 26, 25
25 <- 19, 6
26 <- 13, 32
27 <- 56, 16
28 <- 27, 29
29 <- 46, 27
30 <- 52, 33
31 <- 30, 32
32 <- 40, 6
33 <- 57, 42
34 <- 0, 54
35 <- 34, 33
36 <- 53, 6
37 <- 38, 36
38 <- 3, 12
39 <- 16, 17
40 <- 49, 14
41 <- 10, 44
42 <- 44, 43
43 <- 19, 18
44 <- 56, 28
45 <- 46, 47
46 <- 19, 39
47 <- 19, 58
48 <- 42, 45
49 <- 55, 41
50 <- 49, 48
51 <- 4, 35
52 <- 6, 38
53 <- 30, 28
54 <- 56, 36
55 <- 54, 56
56 <- 25, 23
57 <- 4, 42
58 <- 59, 57
59 <- 0, 52
--------------------------------------------------------
Generation: 1
0 <- 40, 56
1 <- 14, 47
2 <- 0, 1
3 <- 4, 5
4 <- 5, 42
5 <- 55, 9
6 <- 19, 43
7 <- 6, 8
8 <- 26, 6
9 <- 10, 11
10 <- 59, 41
11 <- 57, 31
12 <- 23, 46
13 <- 12, 14
14 <-
15 <- 22, 54
16 <- 15, 17
17 <- 15, 19
18 <- 19, 20
19 <- 47, 58
20 <- 9, 19
21 <- 6, 47
22 <- 21, 23
23 <- 56, 7
24 <- 26, 25
25 <- 56, 26
26 <- 14, 54
27 <- 28, 29
28 <- 29, 46
29 <- 46, 4
30 <- 52, 55
31 <- 41, 49
32 <- 35, 34
33 <- 35, 23
34 <- 35, 33
35 <- 49, 14
36 <- 9, 3
37 <- 36, 38
38 <- 3, 12
39 <- 13, 24
40 <- 38, 48
41 <- 14
42 <- 58, 10
43 <- 42, 44
44 <- 42, 3
45 <- 28, 46
46 <- 57, 26
47 <- 46, 45
48 <- 42, 51
49 <- 55, 41
50 <- 49, 48
51 <- 53, 52
52 <- 6, 34
53 <- 27, 34
54 <- 55, 56
55 <- 14, 41
56 <- 55, 42
57 <- 35, 49
58 <- 59, 57
59 <- 57, 11
--------------------------------------------------------
Generation: 2
0 <- 49, 51
1 <- 14, 47
2 <- 0, 1
3 <- 5, 4
4 <- 18, 41
5 <- 4, 17
6 <- 7, 8
7 <- 36, 46
8 <- 7, 36
9 <- 10, 14
10 <- 32, 24
11 <- 9, 10
12 <- 14, 13
13 <- 39, 24
14 <- 37, 46
15 <- 22, 54
16 <- 15, 17
17 <- 15, 46
18 <- 19, 38
19 <- 6, 43
20 <- 19, 18
21 <- 6, 47
22 <- 21, 23
23 <- 21, 40
24 <- 26, 20
25 <- 26, 24
26 <- 38, 49
27 <- 29, 28
28 <- 29, 46
29 <- 18, 38
30 <- 32, 43
31 <- 32, 30
32 <- 34, 35
33 <- 35, 23
34 <- 35, 33
35 <- 18, 20
36 <- 40
37 <- 36, 38
38 <- 40, 36
39 <- 40, 41
40 <-
41 <- 40, 54
42 <- 43, 44
43 <- 6, 46
44 <- 43, 3
45 <- 28, 18
46 <- 37, 36
47 <- 46, 45
48 <- 42, 51
49 <- 55, 22
50 <- 48, 49
51 <- 53, 52
52 <- 30, 18
53 <- 8, 34
54 <- 51, 21
55 <- 54, 56
56 <- 54, 23
57 <- 35, 49
58 <- 57, 12
59 <- 58, 57
--------------------------------------------------------
Generation: 3
0 <- 2, 1
1 <- 2, 14
2 <- 47, 3
3 <- 4, 22
4 <- 47, 46
5 <- 3, 4
6 <- 7, 8
7 <- 22, 46
8 <- 7, 51
9 <- 2, 5
10 <- 9, 32
11 <- 9, 10
12 <- 14, 13
13 <- 39, 53
14 <- 16, 37
15 <- 47, 4
16 <- 15, 17
17 <- 15, 5
18 <- 19, 38
19 <- 6, 43
20 <- 19, 18
21 <- 6, 22
22 <- 15, 4
23 <- 21, 22
24 <- 26, 10
25 <- 26, 24
26 <- 5, 54
27 <- 29, 28
28 <- 29, 46
29 <- 18, 34
30 <- 43, 52
31 <- 30, 20
32 <- 30, 31
33 <- 35, 34
34 <- 35, 32
35 <- 32, 20
36 <- 46, 9
37 <- 36, 26
38 <- 36, 37
39 <- 47
40 <- 39, 41
41 <- 39, 10
42 <- 43, 44
43 <- 5, 21
44 <- 43, 3
45 <- 47, 39
46 <- 47, 45
47 <-
48 <- 50, 49
49 <- 55, 22
50 <- 49, 42
51 <- 1, 54
52 <- 51, 8
53 <- 51, 52
54 <- 3, 39
55 <- 54, 56
56 <- 54, 23
57 <- 58, 35
58 <- 12, 3
59 <- 58, 57
--------------------------------------------------------
Generation: 4
0 <- 2, 1
1 <- 2, 14
2 <- 9, 47
3 <- 44, 58
4 <- 3, 5
5 <- 3, 33
6 <- 7, 8
7 <- 37, 53
8 <- 7, 51
9 <- 11, 10
10 <- 11, 32
11 <- 36, 42
12 <- 14, 13
13 <- 39, 45
14 <- 37, 54
15 <- 22, 4
16 <- 15, 17
17 <- 15, 5
18 <- 19, 38
19 <- 6, 43
20 <- 19, 18
21 <- 6, 45
22 <- 21, 23
23 <- 21, 3
24 <- 25, 2
25 <- 19, 11
26 <- 25, 24
27 <- 29, 28
28 <- 29, 46
29 <- 18, 34
30 <- 43, 52
31 <- 30, 32
32 <- 30, 34
33 <- 35, 34
34 <- 35, 23
35 <- 42, 43
36 <- 44, 42
37 <- 36, 35
38 <- 36, 37
39 <-
40 <- 39, 41
41 <- 39, 5
42 <- 43, 39
43 <- 39
44 <- 43, 42
45 <- 42, 11
46 <- 4, 36
47 <- 46, 45
48 <- 50, 49
49 <- 22, 55
50 <- 49, 42
51 <- 45, 35
52 <- 51, 53
53 <- 51, 13
54 <- 11, 25
55 <- 54, 56
56 <- 54, 5
57 <- 58, 4
58 <- 12, 37
59 <- 58, 57
--------------------------------------------------------
Generation: 5
0 <- 51, 3
1 <- 0, 14
2 <- 0, 1
3 <- 44, 58
4 <- 3, 46
5 <- 3, 4
6 <- 7, 21
7 <- 39, 50
8 <- 7, 6
9 <- 11, 10
10 <- 11, 42
11 <- 54, 25
12 <- 39, 7
13 <- 39, 12
14 <- 12, 13
15 <- 22, 4
16 <- 15, 17
17 <- 15, 5
18 <- 19, 20
19 <- 6, 43
20 <- 19, 5
21 <- 58, 7
22 <- 21, 23
23 <- 21, 3
24 <- 26, 19
25 <- 26, 24
26 <- 17, 49
27 <- 29, 28
28 <- 29, 46
29 <- 18, 34
30 <- 32, 31
31 <- 32, 35
32 <- 58, 45
33 <- 35, 34
34 <- 35, 32
35 <- 32, 12
36 <- 46, 54
37 <- 36, 18
38 <- 37, 36
39 <-
40 <- 39, 5
41 <- 39, 40
42 <- 43, 35
43 <- 30, 52
44 <- 43, 42
45 <- 13, 21
46 <- 47, 45
47 <- 2, 58
48 <- 50, 49
49 <- 22, 50
50 <- 39
51 <- 8, 30
52 <- 51, 53
53 <- 51, 13
54 <- 56, 5
55 <- 56, 54
56 <- 49, 16
57 <- 58, 30
58 <- 12, 50
59 <- 58, 57
--------------------------------------------------------
Generation: 6
0 <- 1, 51
1 <- 51, 35
2 <- 0, 1
3 <- 44, 58
4 <- 3, 46
5 <- 3, 4
6 <- 7, 21
7 <- 39
8 <- 7, 6
9 <- 11, 10
10 <- 11, 4
11 <- 50, 54
12 <- 14, 13
13 <- 39, 45
14 <- 13, 1
15 <- 16, 17
16 <- 35, 42
17 <- 16, 22
18 <- 19, 20
19 <- 6, 43
20 <- 19, 5
21 <- 7, 39
22 <- 21, 23
23 <- 21, 3
24 <- 25, 1
25 <- 23, 40
26 <- 25, 24
27 <- 29, 28
28 <- 29, 46
29 <- 34, 18
30 <- 43, 51
31 <- 30, 53
32 <- 30, 31
33 <- 35, 34
34 <- 35, 32
35 <- 32, 31
36 <- 46, 53
37 <- 36, 18
38 <- 37, 36
39 <-
40 <- 39, 41
41 <- 39, 5
42 <- 43, 35
43 <- 52, 7
44 <- 43, 42
45 <- 52, 19
46 <- 47, 45
47 <- 2, 45
48 <- 50, 22
49 <- 50, 48
50 <- 30, 52
51 <- 52, 53
52 <- 8, 39
53 <- 52, 13
54 <- 56, 5
55 <- 56, 54
56 <- 8, 49
57 <- 59, 58
58 <- 59, 31
59 <- 30, 33
--------------------------------------------------------
Generation: 7
0 <- 2, 1
1 <-
2 <- 1, 47
3 <- 44, 58
4 <- 3, 12
5 <- 3, 4
6 <- 7, 8
7 <- 3, 32
8 <- 7, 1
9 <- 3, 56
10 <- 9, 4
11 <- 9, 10
12 <- 14, 13
13 <- 14, 45
14 <- 1, 42
15 <- 16, 17
16 <- 35, 4
17 <- 16, 47
18 <- 19, 20
19 <- 42, 6
20 <- 19, 5
21 <- 6, 59
22 <- 21, 23
23 <- 21, 6
24 <- 25, 26
25 <- 23, 40
26 <- 25, 10
27 <- 29, 28
28 <- 29, 46
29 <- 34, 18
30 <- 31, 43
31 <- 43, 51
32 <- 30, 31
33 <- 35, 34
34 <- 35, 32
35 <- 1, 43
36 <- 38, 46
37 <- 38, 36
38 <- 18, 48
39 <- 13, 35
40 <- 39, 41
41 <- 39, 5
42 <- 43, 35
43 <- 1
44 <- 43, 42
45 <- 46, 49
46 <- 51, 7
47 <- 46, 45
48 <- 50, 22
49 <- 50, 48
50 <- 30, 9
51 <- 1, 35
52 <- 51, 53
53 <- 51, 13
54 <- 56, 55
55 <- 56, 36
56 <- 7, 23
57 <- 58, 46
58 <- 31, 14
59 <- 58, 57
--------------------------------------------------------
Generation: 8
0 <- 2, 1
1 <- 47, 17
2 <- 1, 47
3 <- 5, 4
4 <- 5, 44
5 <- 12, 44
6 <- 7, 8
7 <- 8, 21
8 <- 21, 1
9 <- 11, 10
10 <- 28, 27
11 <- 10, 56
12 <- 14, 13
13 <- 14, 45
14 <- 1, 42
15 <- 17, 9
16 <- 15, 17
17 <- 45, 47
18 <- 19, 20
19 <- 42, 6
20 <- 19, 5
21 <- 22, 23
22 <- 23, 24
23 <- 25, 40
24 <- 26, 32
25 <- 26, 24
26 <- 10, 5
27 <- 47, 50
28 <- 27, 46
29 <- 28, 27
30 <- 43, 50
31 <- 30, 43
32 <- 31, 30
33 <- 34, 17
34 <- 29, 32
35 <- 33, 34
36 <- 46, 48
37 <- 36, 18
38 <- 36, 37
39 <- 13, 35
40 <- 39, 5
41 <- 39, 40
42 <- 43, 35
43 <- 2, 50
44 <- 43, 42
45 <- 46, 50
46 <-
47 <- 46, 45
48 <- 50, 22
49 <- 50, 48
50 <- 46
51 <- 52, 53
52 <- 53, 12
53 <- 13, 4
54 <- 56, 55
55 <- 7, 23
56 <- 55, 22
57 <- 58, 46
58 <- 3, 31
59 <- 58, 57
--------------------------------------------------------
Generation: 9
0 <- 2, 1
1 <- 7, 30
2 <- 1, 46
3 <- 4, 12
4 <- 47, 44
5 <- 3, 4
6 <- 8, 21
7 <- 6, 8
8 <- 21, 15
9 <- 10, 11
10 <- 11, 54
11 <- 6, 8
12 <- 14, 13
13 <- 14, 39
14 <- 1, 42
15 <- 17, 40
16 <- 15, 17
17 <- 36, 27
18 <- 20, 38
19 <- 18, 20
20 <- 28, 5
21 <- 22, 23
22 <- 23, 16
23 <- 37, 27
24 <- 25, 54
25 <- 23, 39
26 <- 25, 24
27 <-
28 <- 27, 10
29 <- 28, 27
30 <- 50, 54
31 <- 32, 30
32 <- 30, 24
33 <- 34, 10
34 <- 29, 58
35 <- 33, 34
36 <- 38, 37
37 <- 38, 27
38 <- 27
39 <- 41, 36
40 <- 41, 39
41 <- 36, 23
42 <- 43, 44
43 <- 30, 31
44 <- 43, 29
45 <- 46, 13
46 <- 28, 36
47 <- 46, 45
48 <- 49, 22
49 <- 22, 36
50 <- 49, 48
51 <- 53, 1
52 <- 51, 53
53 <- 13, 1
54 <- 56, 8
55 <- 54, 56
56 <- 15, 11
57 <- 31, 47
58 <- 57, 3
59 <- 58, 57
--------------------------------------------------------
Generation: 10
0 <- 1, 52
1 <- 14, 51
2 <- 0, 1
3 <- 5, 4
4 <- 47, 44
5 <- 4, 12
6 <- 8, 21
7 <- 6, 8
8 <- 21, 15
9 <- 11, 16
10 <- 9, 11
11 <- 56, 47
12 <- 13, 42
13 <- 45, 39
14 <- 12, 13
15 <- 17, 40
16 <- 15, 17
17 <- 22, 23
18 <- 20, 38
19 <- 18, 20
20 <- 5, 27
21 <- 23, 40
22 <- 21, 23
23 <- 25, 39
24 <- 54, 30
25 <- 26, 24
26 <- 24, 54
27 <- 29, 28
28 <- 46, 5
29 <- 28, 26
30 <-
31 <- 32, 30
32 <- 30, 26
33 <- 34, 9
34 <- 29, 58
35 <- 33, 34
36 <- 37, 31
37 <- 30, 55
38 <- 36, 37
39 <- 36, 25
40 <- 41, 39
41 <- 39, 31
42 <- 43, 44
43 <- 30, 31
44 <- 43, 6
45 <- 36, 26
46 <- 45, 36
47 <- 46, 45
48 <- 50, 22
49 <- 50, 48
50 <- 30, 21
51 <- 41, 10
52 <- 51, 13
53 <- 52, 51
54 <- 30
55 <- 54, 30
56 <- 55, 54
57 <- 59, 58
58 <- 3, 41
59 <- 58, 21
--------------------------------------------------------
Generation: 11
0 <- 2, 1
1 <- 19, 14
2 <- 1, 40
3 <- 5, 44
4 <- 3, 5
5 <- 58, 20
6 <- 8, 21
7 <- 6, 8
8 <- 21, 15
9 <- 11
10 <- 9, 11
11 <-
12 <- 13, 42
13 <- 45, 39
14 <- 12, 13
15 <- 9, 29
16 <- 15, 41
17 <- 16, 15
18 <- 20, 37
19 <- 18, 20
20 <- 47, 51
21 <- 23, 40
22 <- 21, 23
23 <- 25, 39
24 <- 54, 53
25 <- 24, 54
26 <- 25, 24
27 <- 29, 28
28 <- 46, 5
29 <- 28, 40
30 <- 43, 50
31 <- 30, 41
32 <- 31, 30
33 <- 34, 29
34 <- 29, 58
35 <- 33, 34
36 <- 46, 39
37 <- 38, 36
38 <- 36, 10
39 <- 41, 40
40 <- 51, 55
41 <- 40, 9
42 <- 43, 44
43 <- 44, 55
44 <- 34, 38
45 <- 26, 40
46 <- 45, 55
47 <- 46, 45
48 <- 49, 22
49 <- 21, 14
50 <- 48, 49
51 <- 53, 52
52 <- 10, 11
53 <- 52, 10
54 <- 51, 11
55 <- 54, 53
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