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📄 test_fns.ps

📁 matlab遗传算法工具箱
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gs 1118 81 930 1087 CB952 1111 406 (De Jong's function 1) 406 SBgr5 5 252 1087 B1 Fn195 5 258 1087 B1 Fn5 5 454 1087 B1 Fn466 5 460 1087 B1 Fn5 5 927 1087 B1 Fn1114 5 933 1087 B1 Fn5 5 2048 1087 B1 Fn5 74 252 1093 B1 Fn2 74 454 1093 B1 Fn2 74 927 1093 B1 Fn5 74 2048 1093 B1 Fngs 196 78 258 1168 CB372 1189 25 (2) 25 SBgr32 0 0 50 50 0 0 0 39 /Courier /font0 ANSIFont fontgs 470 78 457 1168 CB480 1193 240 (objfun1a) 240 SBgr32 0 0 50 50 0 0 0 45 /Times-Roman /font32 ANSIFont fontgs 1118 78 930 1168 CB952 1189 540 (axis parallel hyper-ellipsoid) 540 SBgr5 2 252 1168 B1 Fn195 2 258 1168 B1 Fn2 2 454 1168 B1 Fn469 2 457 1168 B1 Fn2 2 927 1168 B1 Fn1117 2 930 1168 B1 Fn5 2 2048 1168 B1 Fn5 74 252 1171 B1 Fn2 74 454 1171 B1 Fn2 74 927 1171 B1 Fn5 74 2048 1171 B1 Fngs 196 78 258 1246 CB372 1267 25 (3) 25 SBgr32 0 0 50 50 0 0 0 39 /Courier /font0 ANSIFont fontgs 470 78 457 1246 CB480 1271 240 (objfun1b) 240 SBgr32 0 0 50 50 0 0 0 45 /Times-Roman /font32 ANSIFont fontgs 1118 78 930 1246 CB952 1267 448 (rotated hyper-ellipsoid) 448 SBgr5 2 252 1246 B1 Fn195 2 258 1246 B1 Fn2 2 454 1246 B1 Fn469 2 457 1246 B1 Fn2 2 927 1246 B1 Fn1117 2 930 1246 B1 Fn5 2 2048 1246 B1 Fn5 74 252 1249 B1 Fn2 74 454 1249 B1 Fn2 74 927 1249 B1 Fn5 74 2048 1249 B1 Fngs 196 78 258 1324 CB372 1345 25 (4) 25 SBgr32 0 0 50 50 0 0 0 39 /Courier /font0 ANSIFont fontgs 470 78 457 1324 CB480 1349 210 (objfun2) 210 SBgr32 0 0 50 50 0 0 0 45 /Times-Roman /font32 ANSIFont fontgs 1118 78 930 1324 CB952 1345 754 (Rosenbrock's valley \(banana function\)) 754 SBgr5 2 252 1324 B1 Fn195 2 258 1324 B1 Fn2 2 454 1324 B1 Fn469 2 457 1324 B1 Fn2 2 927 1324 B1 Fn1117 2 930 1324 B1 Fn5 2 2048 1324 B1 Fn5 74 252 1327 B1 Fn2 74 454 1327 B1 Fn2 74 927 1327 B1 Fn5 74 2048 1327 B1 Fngs 196 78 258 1402 CB372 1423 25 (5) 25 SBgr32 0 0 50 50 0 0 0 39 /Courier /font0 ANSIFont fontgs 470 78 457 1402 CB480 1427 210 (objfun6) 210 SBgr32 0 0 50 50 0 0 0 45 /Times-Roman /font32 ANSIFont fontgs 1118 78 930 1402 CB952 1423 401 (Rastrigins's function) 401 SBgr5 2 252 1402 B1 Fn195 2 258 1402 B1 Fn2 2 454 1402 B1 Fn469 2 457 1402 B1 Fn2 2 927 1402 B1 Fn1117 2 930 1402 B1 Fn5 2 2048 1402 B1 Fn5 74 252 1405 B1 Fn2 74 454 1405 B1 Fn2 74 927 1405 B1 Fn5 74 2048 1405 B1 Fngs 196 78 258 1480 CB372 1501 25 (6) 25 SBgr32 0 0 50 50 0 0 0 39 /Courier /font0 ANSIFont fontgs 470 78 457 1480 CB480 1505 210 (objfun7) 210 SBgr32 0 0 50 50 0 0 0 45 /Times-Roman /font32 ANSIFont fontgs 1118 78 930 1480 CB952 1501 384 (Schwefel's function) 384 SBgr5 2 252 1480 B1 Fn195 2 258 1480 B1 Fn2 2 454 1480 B1 Fn469 2 457 1480 B1 Fn2 2 927 1480 B1 Fn1117 2 930 1480 B1 Fn5 2 2048 1480 B1 Fn5 74 252 1483 B1 Fn2 74 454 1483 B1 Fn2 74 927 1483 B1 Fn5 74 2048 1483 B1 Fngs 196 78 258 1558 CB372 1579 25 (7) 25 SBgr32 0 0 50 50 0 0 0 39 /Courier /font0 ANSIFont fontgs 470 78 457 1558 CB480 1583 210 (objfun8) 210 SBgr32 0 0 50 50 0 0 0 45 /Times-Roman /font32 ANSIFont fontgs 1118 78 930 1558 CB952 1579 422 (Griewangk's function) 422 SBgr5 2 252 1558 B1 Fn195 2 258 1558 B1 Fn2 2 454 1558 B1 Fn469 2 457 1558 B1 Fn2 2 927 1558 B1 Fn1117 2 930 1558 B1 Fn5 2 2048 1558 B1 Fn5 74 252 1561 B1 Fn2 74 454 1561 B1 Fn2 74 927 1561 B1 Fn5 74 2048 1561 B1 Fngs 196 78 258 1636 CB372 1657 25 (8) 25 SBgr32 0 0 50 50 0 0 0 39 /Courier /font0 ANSIFont fontgs 470 78 457 1636 CB480 1661 210 (objfun9) 210 SBgr32 0 0 50 50 0 0 0 45 /Times-Roman /font32 ANSIFont fontgs 1118 78 930 1636 CB952 1657 454 (sum of different power) 454 SBgr5 2 252 1636 B1 Fn195 2 258 1636 B1 Fn2 2 454 1636 B1 Fn469 2 457 1636 B1 Fn2 2 927 1636 B1 Fn1117 2 930 1636 B1 Fn5 2 2048 1636 B1 Fn5 74 252 1639 B1 Fn2 74 454 1639 B1 Fn2 74 927 1639 B1 Fn5 74 2048 1639 B1 Fngs 196 81 258 1714 CB372 1738 25 (9) 25 SBgr32 0 0 50 50 0 0 0 39 /Courier /font0 ANSIFont fontgs 470 81 457 1714 CB480 1742 210 (objdopi) 210 SBgr32 0 0 50 50 0 0 0 45 /Times-Roman /font32 ANSIFont fontgs 1118 81 930 1714 CB952 1738 342 (double integrator) 342 SBgr5 5 252 1714 B1 Fn195 5 258 1714 B1 Fn5 5 454 1714 B1 Fn466 5 460 1714 B1 Fn5 5 927 1714 B1 Fn1114 5 933 1714 B1 Fn5 5 2048 1714 B1 Fn5 74 252 1720 B1 Fn2 74 454 1720 B1 Fn2 74 927 1720 B1 Fn5 74 2048 1720 B1 Fngs 196 78 258 1795 CB347 1816 50 (10) 50 SBgr32 0 0 50 50 0 0 0 39 /Courier /font0 ANSIFont fontgs 470 78 457 1795 CB480 1820 210 (objharv) 210 SBgr32 0 0 50 50 0 0 0 45 /Times-Roman /font32 ANSIFont fontgs 1118 78 930 1795 CB952 1816 319 (harvest problem) 319 SBgr5 2 252 1795 B1 Fn195 2 258 1795 B1 Fn2 2 454 1795 B1 Fn469 2 457 1795 B1 Fn2 2 927 1795 B1 Fn1117 2 930 1795 B1 Fn5 2 2048 1795 B1 Fn5 74 252 1798 B1 Fn2 74 454 1798 B1 Fn2 74 927 1798 B1 Fn5 74 2048 1798 B1 Fngs 196 78 258 1873 CB347 1894 50 (11) 50 SBgr32 0 0 50 50 0 0 0 39 /Courier /font0 ANSIFont fontgs 470 78 457 1873 CB480 1898 210 (objlinq) 210 SBgr32 0 0 50 50 0 0 0 45 /Times-Roman /font32 ANSIFont fontgs 1118 78 930 1873 CB952 1894 842 (linear-quadratic problem \(discret function\)) 842 SBgr5 2 252 1873 B1 Fn195 2 258 1873 B1 F

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