Warning: no access to tty (Bad file descriptor). Thus no job control in this shell. appending ferret path appending ferret path CSHRC: BINTYPE linux86_64 ... --> test d'imprimante : hpl5. ***>> DISPLAY n'est pas défini. Pour le définir tapez d       correspond à l'écran où vous voulez faire afficher       vos fenêtres. Par exemple : dboreas pour la Station Solaris boreas.lodyc.jussieu.fr:0 134.157.9.52:0 ddedale pour la Station Linux dedale.lodyc.jussieu.fr:0   134.157.9.123:0 calypso pour le Terminal X calypso.lodyc.jussieu.fr:0     134.157.9.3:0 Bienvenue au LODYC Actuellement vous êtes logué sur zelos.locean-ipsl.upmc.fr 09:56:14 up 8 days, 6:40, 0 users, load average: 0,04, 0,03, 0,00 USER TTY LOGIN@ IDLE JCPU PCPU WHAT TERM ... vt100 TTY .... n'est pas un tty **************************************** * run reference experiment * * (parallel) * * 26/04/2011 * * julien.brajard@locean-ipsl.upmc.fr * **************************************** rm -f essai.c cp -f sinobad.d essai.c rm -f essai.d gcc -DSOLSORYAO -E essai.c > essai.d /usr/neuro/local/yao/yao9test/etc/YaoI -p +O3 -x sinobad essai.d > MACHINE TYPE determined now !.. . > MQNDIR directory variable not declared...standard directory. ==================================================================== YaoI V.9.2.0 : PROJECT CREATION PROCEDURE r2011.06.01 ==================================================================== LOCAL MACHINE BINARY TYPE FOUND ..... ==================================================================== > Run of YaoI for project : essai > enter proc generation > Y1essai.h moved as \~ > Y2essai.h moved as \~ > Yessai.cpp moved as \~ > Ymain_essai.cpp moved as \~ > Yessai.o moved as \~ > Ymain_essai.o moved as \~ > sinobad moved as \~ > Yaoext_essai moved as \~ /usr/home/grlod/ws_cb/yao_trunk/yao/templates//usr/home/grlod/ws_cb/yao_trunk/yao/templates Warning: use of '#' for comments is deprecated, use C notation '//' Warning in hat directive: the syntax for inserting the hat file should be: > hat_name "name.h" instead of deprecated > hat_name name. Please add quotation marks and extension. YAO has corrected the problem, the hat file is: sinobad.h > trajectory boot size step offset type ---------- ---- ---- ---- ------ ---- Tcst 0 1 1 0 M Tsbd 2 50 1 0 M > operator/space shape parent type -------------- --------- ------ ---- S0d 1 Tcst M S3d 32 22 31 Tcst M S3dt 32 22 31 Tsbd M S3dt_b 32 22 31 Tsbd M Ssolsor 32 22 800 Tsbd M Parallelization profiling: The number of threads used for the parallelism is: 16. The number of total loops is 35 containing 84 total modules. The number of parallelized loop is 26 containing 59 modules, the percentage of parallel loops is 74.2857% and the percentage of modules that have been parallelized is 70.2381%. There are 5 modules not present in an order directive. In the backward procedure: The number of atomic update in the parallel regions is 105, the total number of update is 430. The percentage of atomic update is 24.4186% > execution time of the Yao code generator...0 second(s) > headers are now created > end proc generation > enter proc construction Extern object : ../object/ncutil.o > end proc construction > start compilation > end of compilation, start linking ======================= PROJECT IS NOW READY ===================== YaoI v9.2.0 : END OF PROCEDURE r2011.06.01 ==================================================================== TOTAL COMPILATION TIME : 11 second(s) ==================================================================== Old structure Starting Yao : Yao v9.2.0.0 2011-06-17 Project essai. (You are in double mode) This is a parallel version of the application, the max number of threads that the system supports are: 24. RUN OPTIMIZATION WITH M1QN3 ....... //////////////////////////////////////////////////////////////////////// // NEMO/YAO PROJECT // // M. Berrada 02-2009 // // LOCEAN-IPSL.UPMC (Paris 6) // //====================================================================// option SOLSORYAO enable option OPTIMORDER disable norm_sup_diff_ta_c : 0.0000000000000000e+00 norm_2_diff_ta_c : 0.0000000000000000e+00 Yao#> Yao#>xistate_init 1 ../data_in/file_rest/GYRE_00000424_restart.nc start from rest_file Yao#>true_target_in_tab ta_c Yao#>xinitnc ../data_out/exp_T.nc Yao#> Yao#>xwriteout 0 true ../data_out/exp_T.nc Yao#> Yao#>print_time OFF Yao#>set_modeltime 0 Yao#>FORWARD Yao#> Yao#> Yao#>xwriteout 50 obs_48 ../data_out/exp_T.nc Yao#>savestate sshb 1 ij 50 A 1 ../data_out/sshb_obs_48.dat 704 state(s) selected saving module sshb Yao#>savestate tb 1 ijk 50 A 1 ../data_out/tb_obs_48.dat 21824 state(s) selected saving module tb Yao#>savestate sb 1 ijk 50 A 1 ../data_out/sb_obs_48.dat 21824 state(s) selected saving module sb Yao#>savestate ub 1 ijk 50 A 1 ../data_out/ub_obs_48.dat 21824 state(s) selected saving module ub Yao#>savestate vb 1 ijk 50 A 1 ../data_out/vb_obs_48.dat 21824 state(s) selected saving module vb Yao#> Yao#>loadobs sshb 1 ij 50 A 1 ../data_out/sshb_obs_48.dat D modul sshb: 704 data read ; 704 state(s) selected as obs (704 inserted + 0 overrided) Yao#>loadobs tb 1 ijk 50 A 1 ../data_out/tb_obs_48.dat D modul tb: 21824 data read ; 21824 state(s) selected as obs (21824 inserted + 0 overrided) Yao#>loadobs sb 1 ijk 50 A 1 ../data_out/sb_obs_48.dat D modul sb: 21824 data read ; 21824 state(s) selected as obs (21824 inserted + 0 overrided) Yao#>loadobs ub 1 ijk 50 A 1 ../data_out/ub_obs_48.dat D modul ub: 21824 data read ; 21824 state(s) selected as obs (21824 inserted + 0 overrided) Yao#>loadobs vb 1 ijk 50 A 1 ../data_out/vb_obs_48.dat D modul vb: 21824 data read ; 21824 state(s) selected as obs (21824 inserted + 0 overrided) Yao#> Yao#> Yao#> Yao#>xistate_init 1 ../data_in/file_rest/GYRE_00000400_restart.nc start from rest_file Yao#>set_modeltime 0 Yao#>print_time OFF Yao#>FORWARD Yao#> Yao#>xwriteout 0 init ../data_out/exp_T.nc Yao#>xwriteout 50 forw0_48 ../data_out/exp_T.nc Yao#> Yao#>goto FINTEST Yao#> Yao#>set_modeltime 0 Yao#>setm_impres 5 Yao#>setm_io 6 Yao#>setm_mode 1 Yao#>set_nbiter 100 Yao#>setm_nsim 100 Yao#>setm_dxmin 1.0e-4 Yao#>setm_epsg 1.0e-10 Yao#>setm_ddf1 1 Yao#>runm start run time: Fri Jul 1 09:56:39 2011 norm_sup_diff_ta_c : 5.6957761203654993e+00 norm_2_diff_ta_c : 2.9458927804041817e+01 norm_sup_diff_ta_c : 6.4525837069643242e+00 norm_2_diff_ta_c : 2.5364756069289729e+01 norm_sup_diff_ta_c : 6.5694796001323450e+00 norm_2_diff_ta_c : 2.5910201309997589e+01 norm_sup_diff_ta_c : 6.4730238085878593e+00 norm_2_diff_ta_c : 2.5277352029028023e+01 norm_sup_diff_ta_c : 6.4239994441875208e+00 norm_2_diff_ta_c : 2.5277655022396658e+01 norm_sup_diff_ta_c : 6.4981752788432825e+00 norm_2_diff_ta_c : 2.6011383203801639e+01 norm_sup_diff_ta_c : 6.4431740199931848e+00 norm_2_diff_ta_c : 2.5361084473246660e+01 norm_sup_diff_ta_c : 6.4429823314555872e+00 norm_2_diff_ta_c : 2.5359877359486145e+01 norm_sup_diff_ta_c : 6.4420334255107630e+00 norm_2_diff_ta_c : 2.5354011151211974e+01 norm_sup_diff_ta_c : 6.4375249301799524e+00 norm_2_diff_ta_c : 2.5328662139641139e+01 norm_sup_diff_ta_c : 6.6143342410930384e+00 norm_2_diff_ta_c : 2.6066496113131752e+01 norm_sup_diff_ta_c : 6.4752818500407923e+00 norm_2_diff_ta_c : 2.5372534736558389e+01 norm_sup_diff_ta_c : 6.7013689433940637e+00 norm_2_diff_ta_c : 2.6234486389933608e+01 norm_sup_diff_ta_c : 6.5553413783916223e+00 norm_2_diff_ta_c : 2.5539378625795980e+01 norm_sup_diff_ta_c : 6.5545407688029993e+00 norm_2_diff_ta_c : 2.5536944541846530e+01 norm_sup_diff_ta_c : 6.5505777751811731e+00 norm_2_diff_ta_c : 2.5525120713987512e+01 norm_sup_diff_ta_c : 6.9657641803630579e+00 norm_2_diff_ta_c : 2.7331841099141510e+01 norm_sup_diff_ta_c : 6.6724058544048059e+00 norm_2_diff_ta_c : 2.5872523591600963e+01 norm_sup_diff_ta_c : 6.9938589488872278e+00 norm_2_diff_ta_c : 2.6992441893623258e+01 norm_sup_diff_ta_c : 7.1218420421489466e+00 norm_2_diff_ta_c : 2.7509855675717919e+01 norm_sup_diff_ta_c : 7.0236097728618372e+00 norm_2_diff_ta_c : 2.7094694365769563e+01 norm_sup_diff_ta_c : 7.3259350215800989e+00 norm_2_diff_ta_c : 2.9205030909929718e+01 norm_sup_diff_ta_c : 7.0799638187297571e+00 norm_2_diff_ta_c : 2.7362841880350924e+01 norm_sup_diff_ta_c : 7.0794001972087610e+00 norm_2_diff_ta_c : 2.7359860482350378e+01 norm_sup_diff_ta_c : 7.0766106998332727e+00 norm_2_diff_ta_c : 2.7345192094444286e+01 norm_sup_diff_ta_c : 7.0633603488811243e+00 norm_2_diff_ta_c : 2.7277530261132259e+01 norm_sup_diff_ta_c : 7.0514351283916223e+00 norm_2_diff_ta_c : 2.7219490206551317e+01 norm_sup_diff_ta_c : 7.1741358196147669e+00 norm_2_diff_ta_c : 2.8160627646491843e+01 norm_sup_diff_ta_c : 7.0728222286113489e+00 norm_2_diff_ta_c : 2.7324005716924308e+01 m1qn3 (version 2.0b, december 1993): entry point dimension of the problem (n): 21824 absolute precision on x (dxmin): 0.10E-03 expected decrease for f (df1): 0.30E+04 relative precision on g (epsg): 0.10E-09 maximal number of iterations (niter): 100 maximal number of simulations (nsim): 100 printing level (impres): 5 m1qn3: scalar initial scaling mode allocated memory (nrz) : 436488 used memory : 414664 number of updates : 8 (y,s) pairs are stored in core memory m1qn3: cold start f = 0.29733594E+04 norm of g = 0.11776870E+03 m1qn3a: descent direction -g: precon = 0.429E+00 ------------------------------------------------------------------------------- m1qn3: iter 1, simul 1, f= 0.29733594E+04, h'(0)=-0.59467D+04 m1qn3: line search mlis0 fpn=-0.595E+04 d2= 0.25E+04 tmin= 0.96E-05 tmax= 0.10E+21 mlis3 0.100E+01 -0.243E+04 -0.420E+03 m1qn3: matrix update: oren-spedicato factor = 0.411E+00 m1qn3: stopping criterion on g: 0.33221E+00 m1qn3: descent direction d: angle(-g,d) = 17.7 degrees ------------------------------------------------------------------------------- m1qn3: iter 2, simul 2, f= 0.54561414E+03, h'(0)=-0.72774D+03 m1qn3: line search mlis0 fpn=-0.728E+03 d2= 0.38E+03 tmin= 0.37E-04 tmax= 0.10E+21 mlis3 0.100E+01 -0.301E+03 0.724E+02 m1qn3: convergence rate, s(k)/s(k-1) = 0.38662E+00 m1qn3: matrix update: oren-spedicato factor = 0.346E+00 m1qn3: stopping criterion on g: 0.20451E+00 m1qn3: descent direction d: angle(-g,d) = 25.3 degrees ------------------------------------------------------------------------------- m1qn3: iter 3, simul 3, f= 0.24475352E+03, h'(0)=-0.17134D+03 m1qn3: line search mlis0 fpn=-0.171E+03 d2= 0.62E+02 tmin= 0.10E-03 tmax= 0.10E+21 mlis2 0.100E+01 0.188E+02 0.777E+02 mlis3 0.335E+00 -0.295E+02 -0.818E+02 m1qn3: convergence rate, s(k)/s(k-1) = 0.13521E+00 m1qn3: matrix update: oren-spedicato factor = 0.125E+00 m1qn3: stopping criterion on g: 0.12434E+00 m1qn3: descent direction d: angle(-g,d) = 21.1 degrees ------------------------------------------------------------------------------- m1qn3: iter 4, simul 5, f= 0.21527711E+03, h'(0)=-0.65060D+02 m1qn3: line search mlis0 fpn=-0.651E+02 d2= 0.23E+02 tmin= 0.14E-03 tmax= 0.10E+21 mlis3 0.100E+01 -0.132E+02 -0.174E+02 m1qn3: convergence rate, s(k)/s(k-1) = 0.18044E+01 m1qn3: matrix update: oren-spedicato factor = 0.215E+00 m1qn3: stopping criterion on g: 0.10449E+00 m1qn3: descent direction d: angle(-g,d) = 42.9 degrees ------------------------------------------------------------------------------- m1qn3: iter 5, simul 6, f= 0.20204126E+03, h'(0)=-0.48310D+02 m1qn3: line search mlis0 fpn=-0.483E+02 d2= 0.29E+02 tmin= 0.97E-04 tmax= 0.10E+21 mlis2 0.100E+01 0.121E+02 0.187E+02 mlis2 0.259E+00 0.308E-01 -0.304E+02 mlis2 0.256E+00 0.692E-01 -0.305E+02 mlis2 0.243E+00 0.316E+00 -0.313E+02 mlis3 0.182E+00 -0.184E+01 -0.362E+02 m1qn3: convergence rate, s(k)/s(k-1) = 0.20514E+00 m1qn3: matrix update: oren-spedicato factor = 0.139E+00 m1qn3: stopping criterion on g: 0.95869E-01 m1qn3: descent direction d: angle(-g,d) = 38.0 degrees ------------------------------------------------------------------------------- m1qn3: iter 6, simul 11, f= 0.20019969E+03, h'(0)=-0.52585D+02 m1qn3: line search mlis0 fpn=-0.526E+02 d2= 0.35E+02 tmin= 0.66E-04 tmax= 0.10E+21 mlis2 0.100E+01 0.227E+02 0.275E+02 mlis3 0.214E+00 -0.142E+01 -0.360E+02 m1qn3: convergence rate, s(k)/s(k-1) = 0.12925E+01 m1qn3: matrix update: oren-spedicato factor = 0.150E+00 m1qn3: stopping criterion on g: 0.82567E-01 m1qn3: descent direction d: angle(-g,d) = 35.8 degrees ------------------------------------------------------------------------------- m1qn3: iter 7, simul 13, f= 0.19878349E+03, h'(0)=-0.44408D+02 m1qn3: line search mlis0 fpn=-0.444E+02 d2= 0.32E+02 tmin= 0.69E-04 tmax= 0.10E+21 mlis2 0.100E+01 0.192E+01 0.133E+02 mlis2 0.354E+00 0.136E+01 -0.273E+02 mlis2 0.351E+00 0.945E+00 -0.276E+02 mlis3 0.333E+00 -0.585E+01 -0.275E+02 m1qn3: convergence rate, s(k)/s(k-1) = 0.14855E+01 m1qn3: matrix update: oren-spedicato factor = 0.133E+00 m1qn3: stopping criterion on g: 0.78750E-01 m1qn3: descent direction d: angle(-g,d) = 43.1 degrees ------------------------------------------------------------------------------- m1qn3: iter 8, simul 17, f= 0.19293538E+03, h'(0)=-0.47398D+02 m1qn3: line search mlis0 fpn=-0.474E+02 d2= 0.49E+02 tmin= 0.67E-04 tmax= 0.10E+21 mlis2 0.100E+01 0.152E+02 0.454E+02 mlis3 0.293E+00 -0.108E+02 -0.231E+02 m1qn3: convergence rate, s(k)/s(k-1) = 0.10953E+01 m1qn3: matrix update: oren-spedicato factor = 0.242E+00 m1qn3: stopping criterion on g: 0.68289E-01 m1qn3: descent direction d: angle(-g,d) = 47.4 degrees ------------------------------------------------------------------------------- m1qn3: iter 9, simul 19, f= 0.18213156E+03, h'(0)=-0.23784D+02 m1qn3: line search mlis0 fpn=-0.238E+02 d2= 0.19E+02 tmin= 0.12E-03 tmax= 0.10E+21 mlis3 0.100E+01 -0.262E+01 0.157E+01 m1qn3: convergence rate, s(k)/s(k-1) = 0.21273E+01 m1qn3: matrix update: oren-spedicato factor = 0.252E+00 m1qn3: stopping criterion on g: 0.77526E-01 m1qn3: descent direction d: angle(-g,d) = 50.4 degrees ------------------------------------------------------------------------------- m1qn3: iter 10, simul 20, f= 0.17950673E+03, h'(0)=-0.13960D+02 m1qn3: line search mlis0 fpn=-0.140E+02 d2= 0.57E+01 tmin= 0.21E-03 tmax= 0.10E+21 mlis2 0.100E+01 0.130E+01 -0.613E+01 mlis3 0.232E+00 -0.746E+00 -0.119E+02 m1qn3: convergence rate, s(k)/s(k-1) = 0.12746E+00 m1qn3: matrix update: oren-spedicato factor = 0.341E-01 m1qn3: stopping criterion on g: 0.77492E-01 m1qn3: descent direction d: angle(-g,d) = 47.6 degrees ------------------------------------------------------------------------------- m1qn3: iter 11, simul 22, f= 0.17876028E+03, h'(0)=-0.43376D+02 m1qn3: line search mlis0 fpn=-0.434E+02 d2= 0.50E+02 tmin= 0.69E-04 tmax= 0.10E+21 mlis2 0.100E+01 0.238E+02 0.228E+02 mlis2 0.186E+00 0.508E-01 -0.281E+02 mlis2 0.185E+00 0.110E+00 -0.282E+02 mlis2 0.175E+00 0.315E+00 -0.289E+02 mlis2 0.131E+00 0.169E+01 -0.321E+02 mlis3 0.920E-01 -0.307E+01 -0.353E+02 m1qn3: convergence rate, s(k)/s(k-1) = 0.11652E+01 m1qn3: matrix update: oren-spedicato factor = 0.151E+00 m1qn3: stopping criterion on g: 0.68888E-01 m1qn3: descent direction d: angle(-g,d) = 37.4 degrees ------------------------------------------------------------------------------- m1qn3: iter 12, simul 28, f= 0.17569373E+03, h'(0)=-0.31251D+02 m1qn3: line search mlis0 fpn=-0.313E+02 d2= 0.24E+02 tmin= 0.11E-03 tmax= 0.10E+21 mlis2 0.100E+01 0.154E+02 0.398E+01 mlis3 0.174E+00 -0.524E+00 -0.234E+02 m1qn3: convergence rate, s(k)/s(k-1) = 0.13020E+01 m1qn3: matrix update: oren-spedicato factor = 0.759E-01 m1qn3: stopping criterion on g: 0.63335E-01 norm_sup_diff_ta_c : 7.3367048656352747e+00 norm_2_diff_ta_c : 2.9583294862566490e+01 norm_sup_diff_ta_c : 7.1169577991374720e+00 norm_2_diff_ta_c : 2.7602124338220236e+01 norm_sup_diff_ta_c : 7.3071843540080774e+00 norm_2_diff_ta_c : 3.0043100486932495e+01 norm_sup_diff_ta_c : 7.1400934612163294e+00 norm_2_diff_ta_c : 2.7814698337905291e+01 norm_sup_diff_ta_c : 7.1398621951946009e+00 norm_2_diff_ta_c : 2.7812449424164779e+01 norm_sup_diff_ta_c : 7.1387168323405970e+00 norm_2_diff_ta_c : 2.7801352960701074e+01 norm_sup_diff_ta_c : 7.1332770740398157e+00 norm_2_diff_ta_c : 2.7749472997647597e+01 norm_sup_diff_ta_c : 7.1283813869365442e+00 norm_2_diff_ta_c : 2.7703958029693364e+01 norm_sup_diff_ta_c : 7.2231961643108118e+00 norm_2_diff_ta_c : 2.8743583930850225e+01 norm_sup_diff_ta_c : 7.1424633418925989e+00 norm_2_diff_ta_c : 2.7834458045384906e+01 norm_sup_diff_ta_c : 7.1423226749309290e+00 norm_2_diff_ta_c : 2.7833110842932065e+01 norm_sup_diff_ta_c : 7.1416255390056360e+00 norm_2_diff_ta_c : 2.7826453189497322e+01 norm_sup_diff_ta_c : 7.1383143817790735e+00 norm_2_diff_ta_c : 2.7795115690263486e+01 norm_sup_diff_ta_c : 7.1353346263774622e+00 norm_2_diff_ta_c : 2.7767318265964022e+01 norm_sup_diff_ta_c : 7.1332484638103235e+00 norm_2_diff_ta_c : 2.7748088832739079e+01 norm_sup_diff_ta_c : 7.1338745509990442e+00 norm_2_diff_ta_c : 2.7753837924537869e+01 norm_sup_diff_ta_c : 7.1343122875102747e+00 norm_2_diff_ta_c : 2.7757872199172485e+01 norm_sup_diff_ta_c : 7.1341811572917688e+00 norm_2_diff_ta_c : 2.7756660616271883e+01 norm_sup_diff_ta_c : 7.1342202579387415e+00 norm_2_diff_ta_c : 2.7757024531087740e+01 norm_sup_diff_ta_c : 7.1342088138469446e+00 norm_2_diff_ta_c : 2.7756914985620227e+01 norm_sup_diff_ta_c : 7.1342002307780970e+00 norm_2_diff_ta_c : 2.7756839169203612e+01 norm_sup_diff_ta_c : 7.1341945087321985e+00 norm_2_diff_ta_c : 2.7756785474136279e+01 Yao#>(6) Arret sur dxmin pendant le line-search start run time ....: Fri Jul 1 09:56:39 2011 end run time ....: Fri Jul 1 10:16:49 2011 run duration ....: 1210s Yao#>xwriteout 0 fin ../data_out/exp_T.nc Yao#>xwriteout 50 forwfin_48 ../data_out/exp_T.nc Yao#> Yao#>xrst_save ../data_in/file_rest/GYRE_00000400_restart_CONTROL_T.nc Yao#> Yao#> Yao#> Yao#>goto FINRUN Yao#> m1qn3: descent direction d: angle(-g,d) = 49.6 degrees ------------------------------------------------------------------------------- m1qn3: iter 13, simul 30, f= 0.17516956E+03, h'(0)=-0.32339D+02 m1qn3: line search mlis0 fpn=-0.323E+02 d2= 0.45E+02 tmin= 0.77E-04 tmax= 0.10E+21 mlis2 0.100E+01 0.203E+02 0.143E+02 mlis3 0.167E+00 -0.616E+00 -0.249E+02 m1qn3: convergence rate, s(k)/s(k-1) = 0.13233E+01 m1qn3: matrix update: oren-spedicato factor = 0.178E+00 m1qn3: stopping criterion on g: 0.60300E-01 m1qn3: descent direction d: angle(-g,d) = 49.2 degrees ------------------------------------------------------------------------------- m1qn3: iter 14, simul 32, f= 0.17455342E+03, h'(0)=-0.32767D+02 m1qn3: line search mlis0 fpn=-0.328E+02 d2= 0.50E+02 tmin= 0.81E-04 tmax= 0.10E+21 mlis2 0.100E+01 0.362E+02 0.248E+02 mlis2 0.122E+00 0.184E+00 -0.235E+02 mlis2 0.120E+00 0.213E+00 -0.236E+02 mlis2 0.114E+00 0.363E+00 -0.240E+02 mlis2 0.858E-01 0.792E+00 -0.253E+02 mlis3 0.601E-01 -0.308E+01 -0.258E+02 m1qn3: convergence rate, s(k)/s(k-1) = 0.37937E+00 m1qn3: matrix update: oren-spedicato factor = 0.383E-01 m1qn3: stopping criterion on g: 0.54590E-01 m1qn3: descent direction d: angle(-g,d) = 50.5 degrees ------------------------------------------------------------------------------- m1qn3: iter 15, simul 38, f= 0.17146970E+03, h'(0)=-0.13935D+02 m1qn3: line search mlis0 fpn=-0.139E+02 d2= 0.12E+02 tmin= 0.16E-03 tmax= 0.10E+21 mlis2 0.100E+01 0.772E+01 -0.313E+01 mlis2 0.149E+00 0.165E+01 -0.131E+02 mlis2 0.147E+00 0.174E+01 -0.131E+02 mlis2 0.140E+00 0.175E+01 -0.132E+02 mlis2 0.105E+00 0.181E+01 -0.136E+02 mlis2 0.733E-01 0.244E+01 -0.138E+02 mlis3 0.513E-01 -0.551E+00 -0.133E+02 mlis3 0.579E-01 -0.727E+00 -0.132E+02 mlis2 0.626E-01 0.277E+01 -0.140E+02 mlis3 0.612E-01 -0.779E+00 -0.131E+02 mlis2 0.616E-01 0.278E+01 -0.140E+02 mlis2 0.615E-01 0.279E+01 -0.140E+02 mlis2 0.614E-01 0.279E+01 -0.140E+02 mlis2 0.613E-01 0.279E+01 -0.140E+02 mlis1 STOP on tmin step functions derivatives mlis5 0.61167818E-01 0.17069031E+03 -0.131E+02 mlis5 0.61310437E-01 0.17425839E+03 -0.140E+02 ------------------------------------------------------------------------------- m1qn3: output mode is 6 number of iterations: 15 number of simulations: 52 realized relative precision on g: 0.55E-01 norm of x = 0.19348639E+04 f = 0.17069031E+03 norm of g = 0.70167274E+01