output.3decoverlap.31.model

PostsBayesian Optimization Algorithm with Decision Graphs in C++,

===============================================
 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.3decOverlap.31
===============================================

--------------------------------------------------------
Generation:   0

  0 <- 2, 1
  1 <- 11, 2
  2 <- 13, 20
  3 <- 16, 12
  4 <- 15, 0
  5 <- 12, 2
  6 <- 15, 23
  7 <- 8, 6
  8 <- 6, 15
  9 <- 19, 1
 10 <- 28, 2
 11 <- 12, 10
 12 <- 15, 7
 13 <- 28, 20
 14 <- 16, 13
 15 <- 14, 16
 16 <- 22, 26
 17 <- 11, 30
 18 <- 20, 5
 19 <- 18, 20
 20 <- 28, 22
 21 <- 9, 22
 22 <- 
 23 <- 24, 22
 24 <- 15, 10
 25 <- 24, 26
 26 <- 2, 28
 27 <- 19, 2
 28 <- 22
 29 <- 20, 4
 30 <- 28, 29
--------------------------------------------------------
Generation:   1

  0 <- 2, 1
  1 <- 2, 9
  2 <- 5, 21
  3 <- 12, 16
  4 <- 6, 3
  5 <- 4, 6
  6 <- 8, 7
  7 <- 8, 12
  8 <- 12, 16
  9 <- 19, 8
 10 <- 12, 8
 11 <- 12, 10
 12 <- 16
 13 <- 28, 19
 14 <- 18, 16
 15 <- 16, 14
 16 <- 
 17 <- 11, 16
 18 <- 20, 19
 19 <- 20, 23
 20 <- 22, 21
 21 <- 22, 25
 22 <- 5, 11
 23 <- 6, 22
 24 <- 23, 22
 25 <- 26, 24
 26 <- 24, 5
 27 <- 19, 2
 28 <- 26, 27
 29 <- 4, 1
 30 <- 17, 28
--------------------------------------------------------
Generation:   2

  0 <- 2, 1
  1 <- 2, 30
  2 <- 4, 27
  3 <- 4, 2
  4 <- 22, 28
  5 <- 4, 6
  6 <- 8, 7
  7 <- 8, 23
  8 <- 12, 10
  9 <- 8, 10
 10 <- 12, 16
 11 <- 12, 10
 12 <- 3, 16
 13 <- 12, 14
 14 <- 16, 5
 15 <- 16, 14
 16 <- 26, 30
 17 <- 16, 18
 18 <- 20, 19
 19 <- 20, 14
 20 <- 22, 21
 21 <- 22, 25
 22 <- 28
 23 <- 22, 26
 24 <- 26, 23
 25 <- 26, 24
 26 <- 28, 27
 27 <- 28, 4
 28 <- 
 29 <- 25, 28
 30 <- 28, 29
--------------------------------------------------------
Generation:   3

  0 <- 2, 1
  1 <- 2, 30
  2 <- 4, 27
  3 <- 4, 2
  4 <- 22, 23
  5 <- 4, 6
  6 <- 8, 7
  7 <- 8, 4
  8 <- 10, 12
  9 <- 8, 10
 10 <- 12, 16
 11 <- 12, 10
 12 <- 3, 13
 13 <- 14, 2
 14 <- 16, 15
 15 <- 16, 22
 16 <- 26, 30
 17 <- 16, 18
 18 <- 20, 19
 19 <- 20, 9
 20 <- 22, 21
 21 <- 22, 25
 22 <- 
 23 <- 24, 22
 24 <- 26, 25
 25 <- 26, 22
 26 <- 28, 27
 27 <- 28, 22
 28 <- 22
 29 <- 28, 3
 30 <- 28, 29
--------------------------------------------------------
Generation:   4

  0 <- 2, 1
  1 <- 2, 30
  2 <- 4, 27
  3 <- 4, 2
  4 <- 6, 7
  5 <- 4, 6
  6 <- 8, 7
  7 <- 8, 27
  8 <- 14, 28
  9 <- 8, 10
 10 <- 8, 16
 11 <- 12, 10
 12 <- 10, 14
 13 <- 14, 12
 14 <- 28
 15 <- 14, 8
 16 <- 14, 15
 17 <- 16, 18
 18 <- 20, 19
 19 <- 20, 9
 20 <- 22, 21
 21 <- 22, 25
 22 <- 24, 26
 23 <- 22, 24
 24 <- 26, 25
 25 <- 26, 6
 26 <- 28, 27
 27 <- 28, 11
 28 <- 
 29 <- 28, 8
 30 <- 28, 29
--------------------------------------------------------
Generation:   5

  0 <- 2, 1
  1 <- 2, 16
  2 <- 14
  3 <- 4, 2
  4 <- 6, 2
  5 <- 4, 6
  6 <- 8, 7
  7 <- 8, 14
  8 <- 14, 2
  9 <- 8, 16
 10 <- 8, 9
 11 <- 12, 10
 12 <- 10, 14
 13 <- 14, 12
 14 <- 
 15 <- 14, 3
 16 <- 14, 15
 17 <- 16, 18
 18 <- 20, 19
 19 <- 20, 5
 20 <- 22, 21
 21 <- 30, 2
 22 <- 24, 21
 23 <- 22, 24
 24 <- 26, 25
 25 <- 26, 21
 26 <- 28, 27
 27 <- 28, 11
 28 <- 4, 3
 29 <- 28, 11
 30 <- 28, 29
--------------------------------------------------------
Generation:   6

  0 <- 2, 1
  1 <- 2, 6
  2 <- 4, 6
  3 <- 4, 2
  4 <- 5, 6
  5 <- 13
  6 <- 5, 13
  7 <- 6, 2
  8 <- 6, 7
  9 <- 8, 5
 10 <- 8, 9
 11 <- 12, 10
 12 <- 10, 13
 13 <- 
 14 <- 12, 13
 15 <- 14, 10
 16 <- 14, 15
 17 <- 16, 18
 18 <- 20, 19
 19 <- 20, 5
 20 <- 16, 15
 21 <- 20, 2
 22 <- 20, 21
 23 <- 24, 22
 24 <- 26, 25
 25 <- 26, 22
 26 <- 28, 27
 27 <- 28, 8
 28 <- 1, 17
 29 <- 28, 11
 30 <- 28, 29
--------------------------------------------------------
Generation:   7

  0 <- 2, 1
  1 <- 2, 7
  2 <- 3, 28
  3 <- 30, 28
  4 <- 3, 2
  5 <- 6, 4
  6 <- 8, 7
  7 <- 8, 4
  8 <- 10, 4
  9 <- 10, 8
 10 <- 2, 28
 11 <- 12, 10
 12 <- 13, 10
 13 <- 
 14 <- 13, 12
 15 <- 14, 8
 16 <- 14, 15
 17 <- 16, 18
 18 <- 20, 19
 19 <- 20, 27
 20 <- 22, 21
 21 <- 22, 26
 22 <- 23, 24
 23 <- 24, 3
 24 <- 26, 13
 25 <- 24, 26
 26 <- 28, 27
 27 <- 28, 5
 28 <- 30, 29
 29 <- 30, 13
 30 <- 13
--------------------------------------------------------
Generation:   8

  0 <- 2, 1
  1 <- 21, 25
  2 <- 1, 22
  3 <- 2, 4
  4 <- 2, 6
  5 <- 4, 6
  6 <- 28, 22
  7 <- 8, 6
  8 <- 6, 2
  9 <- 10, 8
 10 <- 8, 5
 11 <- 10, 13
 12 <- 13, 11
 13 <- 28, 4
 14 <- 13, 12
 15 <- 16, 14
 16 <- 17, 18
 17 <- 18, 14
 18 <- 19
 19 <- 
 20 <- 18, 19
 21 <- 20, 22
 22 <- 23, 24
 23 <- 24, 20
 24 <- 26, 20
 25 <- 24, 26
 26 <- 18, 20
 27 <- 26, 2
 28 <- 27, 26
 29 <- 28, 23
 30 <- 28, 29
--------------------------------------------------------
Generation:   9

  0 <- 2, 1
  1 <- 
  2 <- 1
  3 <- 2, 4
  4 <- 2, 1
  5 <- 4, 6
  6 <- 4, 22
  7 <- 8, 6
  8 <- 6, 2
  9 <- 10, 8
 10 <- 11, 8
 11 <- 8, 5
 12 <- 11, 10
 13 <- 12, 10
 14 <- 13, 12
 15 <- 16, 14
 16 <- 17, 18
 17 <- 18, 14
 18 <- 19, 20
 19 <- 20, 10
 20 <- 3, 1
 21 <- 22, 20
 22 <- 20, 0
 23 <- 22, 24
 24 <- 26, 22
 25 <- 24, 26
 26 <- 19, 6
 27 <- 26, 4
 28 <- 27, 26
 29 <- 28, 23
 30 <- 29, 28
--------------------------------------------------------
Generation:  10

  0 <- 1, 21
  1 <- 21, 14
  2 <- 0, 1
  3 <- 2, 4
  4 <- 2, 6
  5 <- 4, 6
  6 <- 7, 8
  7 <- 8, 2
  8 <- 23, 17
  9 <- 10, 8
 10 <- 8, 12
 11 <- 12, 10
 12 <- 13, 14
 13 <- 14, 28
 14 <- 25, 23
 15 <- 16, 14
 16 <- 17, 18
 17 <- 18, 14
 18 <- 19
 19 <- 
 20 <- 18, 19
 21 <- 22, 20
 22 <- 24, 20
 23 <- 22, 24
 24 <- 20, 18
 25 <- 26, 24
 26 <- 24, 18
 27 <- 26, 5
 28 <- 27, 26
 29 <- 28, 23
 30 <- 29, 28
--------------------------------------------------------
Generation:  11

  0 <- 1, 21
  1 <- 21, 14
  2 <- 0, 1
  3 <- 2, 8
  4 <- 3, 2
  5 <- 4, 6
  6 <- 7, 8
  7 <- 8, 4
  8 <- 21, 17
  9 <- 10, 8
 10 <- 8, 12
 11 <- 12, 10
 12 <- 13, 14
 13 <- 14, 28
 14 <- 26, 24
 15 <- 16, 14
 16 <- 14, 18
 17 <- 16, 18
 18 <- 19
 19 <- 
 20 <- 18, 19
 21 <- 20, 22
 22 <- 20, 18
 23 <- 22, 24
 24 <- 22, 18
 25 <- 26, 24
 26 <- 24, 18
 27 <- 28, 26
 28 <- 26, 5
 29 <- 28, 23
 30 <- 29, 28
--------------------------------------------------------
Generation:  12

  0 <- 1, 16
  1 <- 13, 21
  2 <- 0, 1
  3 <- 2, 8
  4 <- 3, 2
  5 <- 4, 6
  6 <- 7, 8
  7 <- 8, 4
  8 <- 17, 28
  9 <- 10, 8
 10 <- 8, 12
 11 <- 12, 10
 12 <- 13, 14
 13 <- 14, 27
 14 <- 15, 16
 15 <- 16, 25
 16 <- 18, 26
 17 <- 16, 18
 18 <- 30, 26
 19 <- 18, 13
 20 <- 19, 18
 21 <- 22, 20
 22 <- 24, 20
 23 <- 22, 24
 24 <- 26, 8
 25 <- 26, 24
 26 <- 27, 28
 27 <- 28
 28 <- 30, 29
 29 <- 
 30 <- 29
--------------------------------------------------------
Generation:  13

  0 <- 1, 30
  1 <- 13, 25
  2 <- 0, 1
  3 <- 2, 8
  4 <- 3, 2
  5 <- 4, 6
  6 <- 7, 8
  7 <- 8, 4
  8 <- 10, 13
  9 <- 8, 10
 10 <- 12, 17
 11 <- 12, 10
 12 <- 13, 14
 13 <- 14, 27
 14 <- 27, 21
 15 <- 14, 18
 16 <- 15, 14
 17 <- 16, 18
 18 <- 
 19 <- 18, 22
 20 <- 19, 18
 21 <- 22, 20
 22 <- 
 23 <- 22, 24
 24 <- 26, 22
 25 <- 26, 24
 26 <- 27, 28
 27 <- 28
 28 <- 30, 29
 29 <- 21, 19
 30 <- 29, 21
--------------------------------------------------------
Generation:  14

  0 <- 1
  1 <- 27, 15
  2 <- 0, 1
  3 <- 2
  4 <- 3, 2
  5 <- 4, 6
  6 <- 
  7 <- 8, 6
  8 <- 
  9 <- 8, 10
 10 <- 
 11 <- 12, 10
 12 <- 
 13 <- 14, 12
 14 <- 
 15 <- 14, 16
 16 <- 
 17 <- 16, 18
 18 <- 0
 19 <- 18, 20
 20 <- 
 21 <- 22, 20
 22 <- 0
 23 <- 22, 24
 24 <- 
 25 <- 26, 24
 26 <- 
 27 <- 28, 26
 28 <- 30, 29
 29 <- 15, 11
 30 <- 29
--------------------------------------------------------
Generation:  15

  0 <- 
  1 <- 0
  2 <- 
  3 <- 
  4 <- 
  5 <- 
  6 <- 
  7 <- 
  8 <- 
  9 <- 
 10 <- 
 11 <- 
 12 <- 
 13 <- 
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 15 <- 
 16 <- 
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 18 <- 
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 22 <- 
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 24 <- 
 25 <- 
 26 <- 
 27 <- 
 28 <- 
 29 <- 
 30 <- 29
--------------------------------------------------------
Generation:  16

  0 <- 
  1 <- 
  2 <- 
  3 <- 
  4 <- 
  5 <- 
  6 <- 
  7 <- 
  8 <- 
  9 <- 
 10 <- 
 11 <- 
 12 <- 
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