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📄 output.3decoverlap.61.model

📁 贝叶斯优化算法是一种新的演化算法
💻 MODEL
📖 第 1 页 / 共 2 页
字号:
 57 <- 58, 56
 58 <- 56, 33
 59 <- 60, 58
 60 <- 58, 23
--------------------------------------------------------
Generation:  16

  0 <- 1, 58
  1 <- 58, 60
  2 <- 0, 1
  3 <- 2, 4
  4 <- 2, 10
  5 <- 4, 10
  6 <- 5, 4
  7 <- 8, 6
  8 <- 6, 10
  9 <- 10, 8
 10 <- 12, 11
 11 <- 55, 56
 12 <- 11, 55
 13 <- 14, 12
 14 <- 12, 8
 15 <- 4, 14
 16 <- 18, 14
 17 <- 16, 18
 18 <- 20, 5
 19 <- 18, 20
 20 <- 21, 22
 21 <- 22, 12
 22 <- 46, 2
 23 <- 22, 14
 24 <- 23, 22
 25 <- 24, 26
 26 <- 27, 28
 27 <- 28, 24
 28 <- 30, 24
 29 <- 28, 30
 30 <- 31, 32
 31 <- 32, 43
 32 <- 42, 49
 33 <- 32, 49
 34 <- 33, 32
 35 <- 34, 36
 36 <- 34, 26
 37 <- 36, 26
 38 <- 37, 36
 39 <- 38, 40
 40 <- 42, 38
 41 <- 40, 42
 42 <- 44, 13
 43 <- 42, 44
 44 <- 5, 0
 45 <- 44, 12
 46 <- 45, 44
 47 <- 48, 46
 48 <- 46, 50
 49 <- 50, 48
 50 <- 52, 46
 51 <- 50, 52
 52 <- 56, 2
 53 <- 52, 56
 54 <- 53, 52
 55 <- 56, 54
 56 <- 57, 58
 57 <- 58, 2
 58 <- 60, 59
 59 <- 
 60 <- 59
--------------------------------------------------------
Generation:  17

  0 <- 1, 6
  1 <- 6, 35
  2 <- 0, 1
  3 <- 2, 4
  4 <- 6, 2
  5 <- 4, 6
  6 <- 7, 8
  7 <- 8, 31
  8 <- 10, 31
  9 <- 10, 8
 10 <- 12, 11
 11 <- 55, 27
 12 <- 11, 55
 13 <- 14, 12
 14 <- 12, 43
 15 <- 4, 17
 16 <- 18, 14
 17 <- 16, 18
 18 <- 20, 5
 19 <- 18, 20
 20 <- 21, 43
 21 <- 48, 30
 22 <- 20, 21
 23 <- 22, 42
 24 <- 23, 22
 25 <- 24, 26
 26 <- 24, 30
 27 <- 26, 30
 28 <- 27, 26
 29 <- 28, 30
 30 <- 31, 32
 31 <- 32, 43
 32 <- 49, 42
 33 <- 34, 32
 34 <- 32, 36
 35 <- 34, 36
 36 <- 25, 7
 37 <- 36, 29
 38 <- 37, 36
 39 <- 38, 40
 40 <- 42, 38
 41 <- 40, 42
 42 <- 44, 49
 43 <- 42, 44
 44 <- 
 45 <- 44
 46 <- 45, 44
 47 <- 48, 46
 48 <- 46, 44
 49 <- 48
 50 <- 49, 48
 51 <- 50
 52 <- 51, 50
 53 <- 52, 56
 54 <- 53, 52
 55 <- 56, 54
 56 <- 57, 58
 57 <- 58, 52
 58 <- 60, 59
 59 <- 31, 22
 60 <- 59, 52
--------------------------------------------------------
Generation:  18

  0 <- 1, 4
  1 <- 4, 35
  2 <- 0, 1
  3 <- 2, 4
  4 <- 5, 6
  5 <- 6, 14
  6 <- 7, 8
  7 <- 8, 9
  8 <- 9, 10
  9 <- 10
 10 <- 12, 11
 11 <- 55, 48
 12 <- 11
 13 <- 14, 12
 14 <- 12, 54
 15 <- 14, 4
 16 <- 14, 15
 17 <- 16
 18 <- 16, 17
 19 <- 18
 20 <- 19, 18
 21 <- 20, 5
 22 <- 20, 21
 23 <- 22, 12
 24 <- 23, 22
 25 <- 24, 26
 26 <- 24, 30
 27 <- 26, 30
 28 <- 27, 26
 29 <- 28, 30
 30 <- 31, 32
 31 <- 32
 32 <- 7, 22
 33 <- 34, 32
 34 <- 32, 36
 35 <- 34, 36
 36 <- 5, 25
 37 <- 36, 42
 38 <- 37, 36
 39 <- 38, 40
 40 <- 41, 42
 41 <- 42, 38
 42 <- 44, 14
 43 <- 42, 44
 44 <- 45, 46
 45 <- 46
 46 <- 47, 48
 47 <- 48, 15
 48 <- 50, 55
 49 <- 50, 48
 50 <- 52, 60
 51 <- 50, 52
 52 <- 53, 54
 53 <- 54
 54 <- 55, 56
 55 <- 56
 56 <- 57, 58
 57 <- 58
 58 <- 60, 59
 59 <- 
 60 <- 59
--------------------------------------------------------
Generation:  19

  0 <- 35, 25
  1 <- 0, 15
  2 <- 1, 0
  3 <- 2, 4
  4 <- 5, 6
  5 <- 6, 2
  6 <- 7, 8
  7 <- 8
  8 <- 9, 10
  9 <- 10
 10 <- 12, 11
 11 <- 25, 35
 12 <- 11
 13 <- 14, 12
 14 <- 12, 26
 15 <- 16, 14
 16 <- 18, 14
 17 <- 16, 18
 18 <- 20, 25
 19 <- 18, 20
 20 <- 22
 21 <- 20, 22
 22 <- 
 23 <- 22
 24 <- 23, 22
 25 <- 24, 26
 26 <- 24
 27 <- 26, 30
 28 <- 27, 26
 29 <- 28, 30
 30 <- 31, 32
 31 <- 32
 32 <- 33, 34
 33 <- 34
 34 <- 20, 36
 35 <- 34, 36
 36 <- 18
 37 <- 36, 44
 38 <- 37, 36
 39 <- 38, 40
 40 <- 41, 42
 41 <- 42, 16
 42 <- 12, 16
 43 <- 42, 44
 44 <- 45, 46
 45 <- 46
 46 <- 40
 47 <- 48, 46
 48 <- 12
 49 <- 50, 48
 50 <- 47, 52
 51 <- 50, 52
 52 <- 
 53 <- 54, 52
 54 <- 56, 52
 55 <- 56, 54
 56 <- 57, 58
 57 <- 58
 58 <- 60, 59
 59 <- 35, 18
 60 <- 59, 12
--------------------------------------------------------
Generation:  20

  0 <- 2
  1 <- 0, 2
  2 <- 53, 4
  3 <- 2, 4
  4 <- 
  5 <- 6, 4
  6 <- 7
  7 <- 9, 16
  8 <- 7
  9 <- 12, 11
 10 <- 9
 11 <- 0, 60
 12 <- 11
 13 <- 14, 11
 14 <- 12, 23
 15 <- 9, 14
 16 <- 18, 14
 17 <- 16, 18
 18 <- 19
 19 <- 9, 0
 20 <- 18, 11
 21 <- 20
 22 <- 20, 21
 23 <- 22, 24
 24 <- 
 25 <- 26, 24
 26 <- 27, 28
 27 <- 
 28 <- 
 29 <- 28, 30
 30 <- 
 31 <- 32, 30
 32 <- 34
 33 <- 32
 34 <- 
 35 <- 34
 36 <- 
 37 <- 
 38 <- 
 39 <- 
 40 <- 
 41 <- 
 42 <- 
 43 <- 
 44 <- 
 45 <- 
 46 <- 
 47 <- 
 48 <- 
 49 <- 
 50 <- 
 51 <- 
 52 <- 
 53 <- 
 54 <- 53
 55 <- 53
 56 <- 
 57 <- 60, 59
 58 <- 57
 59 <- 
 60 <- 59
--------------------------------------------------------
Generation:  21

  0 <- 
  1 <- 0
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  9 <- 11, 12
 10 <- 9
 11 <- 12, 15
 12 <- 16, 14
 13 <- 14
 14 <- 18, 15
 15 <- 31, 57
 16 <- 14, 15
 17 <- 16
 18 <- 
 19 <- 18
 20 <- 
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 33 <- 31
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 59 <- 
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--------------------------------------------------------
Generation:  22

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 11 <- 12, 9
 12 <- 
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 14 <- 13
 15 <- 9, 57
 16 <- 11, 18
 17 <- 16
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--------------------------------------------------------
Generation:  23

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 11 <- 9
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 14 <- 13
 15 <- 9
 16 <- 13, 15
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--------------------------------------------------------
Generation:  24

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 11 <- 9
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 15 <- 9
 16 <- 13, 15
 17 <- 16
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--------------------------------------------------------
Generation:  25

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 10 <- 9
 11 <- 9
 12 <- 
 13 <- 15, 0
 14 <- 13
 15 <- 9
 16 <- 13, 15
 17 <- 16
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--------------------------------------------------------
Generation:  26

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 10 <- 9
 11 <- 9
 12 <- 
 13 <- 15
 14 <- 13
 15 <- 9, 0
 16 <- 13, 15
 17 <- 16
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--------------------------------------------------------
Generation:  27

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 10 <- 9
 11 <- 9
 12 <- 
 13 <- 15
 14 <- 13
 15 <- 9
 16 <- 13, 15
 17 <- 16
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--------------------------------------------------------
Generation:  28

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 12 <- 
 13 <- 15
 14 <- 13
 15 <- 0, 1
 16 <- 13, 15
 17 <- 16
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--------------------------------------------------------
Generation:  29

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 14 <- 13
 15 <- 16, 13
 16 <- 13
 17 <- 16
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--------------------------------------------------------
Generation:  30

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 11 <- 
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 14 <- 13
 15 <- 16, 13
 16 <- 13
 17 <- 16
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--------------------------------------------------------
Generation:  31

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