test_fns.ps

CARP(有向多中国邮递员问题）的遗传算法解法

610 1353 125 (based ) 129 SB
739 1353 63 (on ) 67 SB
806 1353 176 (function ) 180 SB
986 1353 38 (1 ) 42 SB
1028 1353 100 (with ) 104 SB
1132 1353 74 (the ) 78 SB
1210 1353 174 (addition ) 178 SB
1388 1353 54 (of ) 58 SB
1446 1353 138 (cosine ) 142 SB
1588 1353 237 (modulation ) 242 SB
1830 1353 54 (to ) 59 SB
1889 1353 162 (produce) 162 SB
279 1428 119 (many ) 123 SB
402 1428 107 (local ) 111 SB
513 1428 170 (minima. ) 174 SB
687 1428 125 (Thus, ) 129 SB
816 1428 74 (the ) 78 SB
894 1428 84 (test ) 88 SB
982 1428 176 (function ) 180 SB
1162 1428 44 (is ) 48 SB
1210 1428 133 (highly ) 137 SB
1347 1428 249 (multimodal. ) 253 SB
1600 1428 209 (However, ) 213 SB
1813 1428 74 (the ) 79 SB
1892 1428 159 (location) 159 SB
279 1503 771 (of the minima are regularly distributed.) 771 SB
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408 1617 14 (f) 14 SB
464 1617 22 (x) 22 SB
627 1617 25 (n) 25 SB
777 1617 22 (x) 22 SB
1128 1617 22 (x) 22 SB
1523 1617 22 (x) 22 SB
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800 1649 8 (i) 8 SB
1151 1649 8 (i) 8 SB
705 1685 8 (i) 8 SB
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422 1650 15 (6) 15 SB
803 1616 15 (2) 15 SB
731 1686 15 (1) 15 SB
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552 1619 50 (10) 50 SB
865 1619 50 (10) 50 SB
1023 1619 25 (2) 25 SB
1383 1619 25 (5) 25 SB
1420 1619 50 (12) 50 SB
1610 1619 25 (5) 25 SB
1647 1619 50 (12) 50 SB
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443 1579 17 (a) 17 SB
489 1579 17 (f) 17 SB
1005 1579 17 (b) 17 SB
1167 1579 17 (g) 17 SB
756 1579 17 (c) 17 SB
1184 1579 17 (h) 17 SB
32 0 0 50 50 0 0 0 51 /Symbol font
517 1613 27 (=) 27 SB
608 1613 13 (\327) 13 SB
661 1613 27 (+) 27 SB
832 1613 27 (-) 27 SB
921 1613 13 (\327) 13 SB
1055 1613 13 (\327) 13 SB
1107 1613 13 (\327) 13 SB
1347 1613 27 (-) 27 SB
1482 1613 27 (\243) 27 SB
1571 1613 27 (\243) 27 SB
32 0 0 29 29 0 0 0 29 /Symbol font
715 1683 16 (=) 16 SB
32 0 0 75 75 0 0 0 76 /Symbol font
697 1599 53 (\345) 53 SB
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939 1619 66 (cos) 66 SB
1407 1619 13 (,) 13 SB
1633 1619 13 (,) 13 SB
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1073 1613 27 (p) 27 SB
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400 1752 333 (global minimum) 333 SB
731 1752 14 (:) 14 SB
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793 1750 22 (x) 22 SB
1012 1750 14 (f) 14 SB
1056 1750 22 (x) 22 SB
32 0 0 29 29 0 0 0 27 /Times-Italic /font31 ANSIFont font
816 1783 8 (i) 8 SB
32 0 0 50 50 0 0 0 51 /Symbol font
841 1746 27 (=) 27 SB
1109 1746 27 (=) 27 SB
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881 1752 25 (0) 25 SB
1149 1752 25 (0) 25 SB
32 0 0 101 101 0 0 0 85 /MSTT31c2c7 font
1035 1711 17 (a) 17 SB
1082 1711 17 (f) 17 SB
32 0 0 50 50 0 0 0 45 /Times-Roman /font32 ANSIFont font
279 1884 836 (This function is implemented in the m-file ) 836 SB
32 0 0 50 50 0 0 0 39 /Courier /font0 ANSIFont font
1115 1890 270 (objfun6.m) 270 SB
32 0 0 50 50 0 0 0 45 /Times-Roman /font32 ANSIFont font
1385 1884 13 (.) 13 SB
32 0 0 58 58 0 0 0 54 /Times-Bold /font29 ANSIFont font
279 2051 621 (2.6. Schwefel's function 7) 621 SB
32 0 0 50 50 0 0 0 45 /Times-Roman /font32 ANSIFont font
279 2236 221 (Schwefel's ) 223 SB
502 2236 176 (function ) 178 SB
680 2236 44 (is ) 46 SB
726 2236 202 (deceptive ) 204 SB
930 2236 49 (in ) 51 SB
981 2236 89 (that ) 91 SB
1072 2236 74 (the ) 76 SB
1148 2236 134 (global ) 136 SB
1284 2236 197 (minimum ) 199 SB
1483 2236 44 (is ) 47 SB
1530 2236 268 (geometricaly ) 271 SB
1801 2236 158 (distant, ) 161 SB
1962 2236 89 (over) 89 SB
279 2311 74 (the ) 78 SB
357 2311 212 (parameter ) 216 SB
573 2311 136 (space, ) 140 SB
713 2311 108 (from ) 112 SB
825 2311 74 (the ) 79 SB
904 2311 98 (next ) 103 SB
1007 2311 93 (best ) 98 SB
1105 2311 107 (local ) 112 SB
1217 2311 170 (minima. ) 175 SB
1392 2311 222 (Therefore, ) 227 SB
1619 2311 74 (the ) 79 SB
1698 2311 139 (search ) 144 SB
1842 2311 209 (algorithms) 209 SB
279 2386 1191 (are potentially prone to convergence in the wrong direction.) 1191 SB
1 lc
1 lj
0 0 0 pC
0 2 SP
831 2504 M 0 60 1 PP
S
n
880 2504 M 0 60 1 PP
S
n
797 2543 M 6 -3 1 PP
S
n
0 4 SP
803 2541 M 10 25 1 PP
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n
0 2 SP
814 2566 M 12 -71 1 PP
S
n
826 2495 M 61 0 1 PP
S
n
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408 2500 14 (f) 14 SB
464 2500 22 (x) 22 SB
650 2500 22 (x) 22 SB
839 2500 22 (x) 22 SB
1217 2500 22 (x) 22 SB
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673 2532 8 (i) 8 SB
862 2532 8 (i) 8 SB
564 2568 8 (i) 8 SB
576 2468 15 (n) 15 SB
1240 2532 8 (i) 8 SB
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423 2533 15 (7) 15 SB
590 2569 15 (1) 15 SB
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1089 2502 75 (500) 75 SB
1304 2502 75 (500) 75 SB
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442 2462 17 (a) 17 SB
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890 2462 17 (j) 17 SB
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617 2496 27 (-) 27 SB
699 2496 13 (\327) 13 SB
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1367 2635 75 (418) 75 SB
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279 2767 836 (This function is implemented in the m-file ) 836 SB
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1115 2773 270 (objfun7.m) 270 SB
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1385 2767 13 (.) 13 SB
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279 3120 420 (Genetic Algorithm Toolbox) 420 SB
1826 3120 225 (Test Functions) 225 SB
255 255 255 fC
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0 0 0 fC
279 116 414 (2. Parametric Optimization) 414 SB
1949 116 83 (Page ) 83 SB
2032 116 19 (5) 19 SB
255 255 255 fC
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1 F
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0 0 0 fC
1783 2 273 163 B
1 F
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32 0 0 58 58 0 0 0 54 /Times-Bold /font29 ANSIFont font
279 210 677 (2.7. Griewangk's function 8) 677 SB
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279 395 259 (Griewangk's ) 269 SB
548 395 176 (function ) 186 SB
734 395 44 (is ) 54 SB
788 395 144 (similar ) 154 SB
942 395 54 (to ) 64 SB
1006 395 219 (Rastrigin's ) 229 SB
1235 395 189 (function. ) 199 SB
1434 395 45 (It ) 55 SB
1489 395 78 (has ) 89 SB
1578 395 119 (many ) 130 SB
1708 395 238 (widespread ) 249 SB
1957 395 94 (local) 94 SB
279 470 1396 (minima. However, the location of the minima are regularly distributed.) 1396 SB
1 lc
1 lj
0 0 0 pC
0 2 SP
617 618 M 106 0 1 PP
S
n
937 660 M 6 -4 1 PP
S
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0 4 SP
943 657 M 9 15 1 PP
S
n
0 2 SP
953 672 M 13 -46 1 PP
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966 626 M 19 0 1 PP
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932 618 M 57 0 1 PP
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991 580 19 (K) 19 SB
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1226 580 27 (-) 27 SB
1348 580 27 (\243) 27 SB
1438 580 27 (\243) 27 SB
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573 650 16 (=) 16 SB
792 650 16 (=) 16 SB
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279 851 836 (This function is implemented in the m-file ) 836 SB
32 0 0 50 50 0 0 0 39 /Courier /font0 ANSIFont font
1115 857 270 (objfun8.m) 270 SB
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1385 851 13 (.) 13 SB
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279 1018 1002 (2.8. Sum of different Powers \(function 9\)) 1002 SB
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279 1203 1435 (The sum of different powers is a commonly used unimodal test function.) 1435 SB
619 1321 M 0 60 1 PP
S
n
668 1321 M 0 60 1 PP
S
n
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408 1317 14 (f) 14 SB
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650 1349 8 (i) 8 SB
684 1307 8 (i) 8 SB
564 1385 8 (i) 8 SB
576 1285 15 (n) 15 SB
1015 1349 8 (i) 8 SB
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422 1350 15 (9) 15 SB
710 1308 15 (1) 15 SB
590 1386 15 (1) 15 SB
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918 1319 25 (1) 25 SB
1075 1319