MIDACO 6.0 (www.midaco-solver.com) ------------------------------------- LICENSE-KEY: ************************************************************ ---------------------------------------- | OBJECTIVES 1 | PARALLEL 1 | |--------------------------------------| | N 35 | MAXEVAL 999999999 | | NI 14 | MAXTIME 86400 | | M 44 | PRINTEVAL 50000 | | ME 8 | SAVE2FILE 1 | |--------------------------------------| | PARAM( 3) 1.4370000e+001 FSTOP | | PARAM( 9) 1.5000000e+001 ORACLE | ---------------------------------------- [ EVAL, TIME] OBJECTIVE FUNCTION VALUE VIOLATION OF G(X) ------------------------------------------------------------------------------ [ 1, 0] F(X): 0.00000000 VIO: 2.300000 [ 50000, 2] F(X): 19.17817162 VIO: 0.087167 [ 100000, 5] F(X): 19.17829790 VIO: 0.087162 [ 150000, 8] F(X): 15.54622733 VIO: 0.015206 [ 200000, 11] F(X): 15.54600106 VIO: 0.015197 [ 250000, 13] F(X): 15.41008155 VIO: 0.000000 [ 300000, 16] F(X): 15.41006816 VIO: 0.000000 [ 344858, 19] F(X): 14.36909592 VIO: 0.000000 OPTIMIZATION FINISHED ---> FSTOP REACHED BEST SOLUTION FOUND BY MIDACO -------------------------------------------- EVAL: 344858, TIME: 19, IFLAG: 7 -------------------------------------------- f(X) = 14.369095916639766 -------------------------------------------- VIOLATION OF G(X) 0.000000000000 -------------------------------------------- g( 1) = -0.00099174 (EQUALITY CONSTR) g( 2) = 0.00025950 (EQUALITY CONSTR) g( 3) = -0.00089930 (EQUALITY CONSTR) g( 4) = -0.00055643 (EQUALITY CONSTR) g( 5) = 0.00054588 (EQUALITY CONSTR) g( 6) = -0.00002702 (EQUALITY CONSTR) g( 7) = -0.00000570 (EQUALITY CONSTR) g( 8) = -0.00029728 (EQUALITY CONSTR) g( 9) = 0.06188729 (IN-EQUAL CONSTR) g( 10) = -0.00077065 (IN-EQUAL CONSTR) g( 11) = -0.00046059 (IN-EQUAL CONSTR) g( 12) = -0.00097157 (IN-EQUAL CONSTR) g( 13) = -0.00007280 (IN-EQUAL CONSTR) g( 14) = 0.11557586 (IN-EQUAL CONSTR) g( 15) = -0.00086178 (IN-EQUAL CONSTR) g( 16) = 0.00567424 (IN-EQUAL CONSTR) g( 17) = 0.00077065 (IN-EQUAL CONSTR) g( 18) = 0.00046059 (IN-EQUAL CONSTR) g( 19) = 0.03097157 (IN-EQUAL CONSTR) g( 20) = 0.08007280 (IN-EQUAL CONSTR) g( 21) = 0.05442414 (IN-EQUAL CONSTR) g( 22) = 0.00086178 (IN-EQUAL CONSTR) g( 23) = 0.06432576 (IN-EQUAL CONSTR) g( 24) = 0.04441807 (IN-EQUAL CONSTR) g( 25) = 0.00766944 (IN-EQUAL CONSTR) g( 26) = -0.00004997 (IN-EQUAL CONSTR) g( 27) = -0.00040727 (IN-EQUAL CONSTR) g( 28) = -0.00056946 (IN-EQUAL CONSTR) g( 29) = 0.08772028 (IN-EQUAL CONSTR) g( 30) = -0.00067977 (IN-EQUAL CONSTR) g( 31) = 0.13558193 (IN-EQUAL CONSTR) g( 32) = 0.12233056 (IN-EQUAL CONSTR) g( 33) = 0.00004997 (IN-EQUAL CONSTR) g( 34) = 0.00040727 (IN-EQUAL CONSTR) g( 35) = 0.00056946 (IN-EQUAL CONSTR) g( 36) = 0.02227972 (IN-EQUAL CONSTR) g( 37) = 0.00067977 (IN-EQUAL CONSTR) g( 38) = 0.00000000 (IN-EQUAL CONSTR) g( 39) = 0.00000000 (IN-EQUAL CONSTR) g( 40) = 0.00000000 (IN-EQUAL CONSTR) g( 41) = 0.00000000 (IN-EQUAL CONSTR) g( 42) = 0.00000000 (IN-EQUAL CONSTR) g( 43) = 0.00000000 (IN-EQUAL CONSTR) g( 44) = 0.00000000 (IN-EQUAL CONSTR) -------------------------------------------- BOUNDS-PROFIL x( 1) = 0.045448225304746; % x____________________ x( 2) = 0.057230732975985; % _x___________________ x( 3) = 0.070365171303129; % _x___________________ x( 4) = 0.110211406728604; % __x__________________ x( 5) = 0.283827655644282; % _____x_______________ x( 6) = 0.138576360889847; % __x__________________ x( 7) = 0.293348707028155; % ______x______________ x( 8) = 0.000770652256029; % XL___________________ x( 9) = 0.000460594545868; % XL___________________ x( 10) = 0.070971569603904; % _x___________________ x( 11) = 0.110072796022830; % __x__________________ x( 12) = 0.084424135783247; % _x___________________ x( 13) = 0.000861775748246; % XL___________________ x( 14) = 0.094325762339222; % _x___________________ x( 15) = 0.155581926783216; % ___x_________________ x( 16) = 0.142330563553215; % __x__________________ x( 17) = 0.000049971805701; % XL___________________ x( 18) = 0.000407273825545; % XL___________________ x( 19) = 0.000569458576991; % XL___________________ x( 20) = 0.062279717779545; % _x___________________ x( 21) = 0.000679772170004; % XL___________________ x( 22) = 0.000000000000000; % XL___________________ x( 23) = 0.000000000000000; % XL___________________ x( 24) = 1.000000000000000; % ___________________XU x( 25) = 1.000000000000000; % ___________________XU x( 26) = 1.000000000000000; % ___________________XU x( 27) = 0.000000000000000; % XL___________________ x( 28) = 1.000000000000000; % ___________________XU x( 29) = 1.000000000000000; % ___________________XU x( 30) = 1.000000000000000; % ___________________XU x( 31) = 0.000000000000000; % XL___________________ x( 32) = 0.000000000000000; % XL___________________ x( 33) = 0.000000000000000; % XL___________________ x( 34) = 1.000000000000000; % ___________________XU x( 35) = 0.000000000000000; % XL___________________