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UHSHHmH*^H[ÐUHHH9MH9w H9rHH9sH9rHHH9wHH H9rqLH9vL9r'L9sMHHDDHHI9wI)L+HL9s LIIHD EH9rL)HHH9v  HH9wUHLL H9~L9L9ǐs38t 8t)HcHHI9wI9< t< tи )HjHI9wZ8uHHI9w)Hc98tI9v#< t< t  HHI9wÐUHSHHX HtHK HHHuH[ÐHkHNeeds at least 5 input argumentsShould have 2 or 3 output argumentsConverting nbd array to integers For this f(x) feature, need more input aguments Error trying to create RHS[2] Error with [f,g]=fcn(x) : g wrong size Error with [f,g]=fcn(x) : g wrong size (should be column vector) [f,g]=fcn(x) did not return g as type double Did not expect more than 5 outputs x must be a column vectorl must have same size as xu must have same size as xnbd must have same size as xx should be of type double! Nbd array not doubles! feval---ITERATION %5ld At iterate %5ld, f(x)= %5.2e, ||proj grad||_infty = %.2e Nonpositive definiteness in Cholesky factorization in formk; refresh the lbfgs memory and restart the iteration. Singular triangular system detected; Bad direction in the line search; ys=%10.3e -gs=%10.3e BFGS update SKIPPED Nonpositive definiteness in Cholesky factorization in formt; ?ascend direction in projection gd = %.2e @?Q?@?Variable %ld leaves the set of free variables %ld variables leave; %ld variables enter %ld variables are free at GCP iter %ld The initial X is infeasible. Restart with its projection This problem is unconstrained At X0, %ld variables are exactly at the bounds ---------------SUBSM entered--------- Positive dir derivative in projection ----------------- exit SUBSM -------------- Piece %ld --f1, f2 at start point %.2e %.2e Distance to the next break point = %.2e Distance to the stationary point = %.2e GCP found in this segment. Piece %ld --f1, f2 at start point %.2e %.2e -------------- exit CAUCHY ----------- Using the backtracking step Subnorm = 0. GCP = X. CAUCHY entered Cauchy X = %5.2e There are %ld breakpoints Variable %ld is fixed * * * F = final function value %.2eF(x) = %.9e %ld Input nbd(%ld) is invalid * * * Machine precision = %.2e N = %10ld M = %10ld L =%.2e X0 =U =conbndTNTX =G =Tit = total number of iterations Tnf = total number of function evaluations Tnint = total number of segments explored during Cauchy searches Skip = number of BFGS updates skipped Nact = number of active bounds at final generalized Cauchy point Projg = norm of the final projected gradient N Tit Tnf Tnint Skip Nact Projg F %5ld %5ld %5ld %5ld %5ld %5ld %6.2e %9.5e Matrix in 1st Cholesky factorization in formk is not Pos. Def. Matrix in 2nd Cholesky factorization in formk is not Pos. Def. Matrix in the Cholesky factorization in formt is not Pos. Def. Derivative >= 0, backtracking line search impossible. Previous x, f and g restored. Possible causes: 1 error in function or gradient evaluation; 2 rounding errors dominate computation. Warning: more than 10 function and gradient evaluations in the last line search. Termination may possibly be caused by a bad search direction. l(%ld) > u(%ld). No feasible solution. The triangular system is singular. Line search cannot locate an adequate point after 20 function and gradient evaluations. Previous x, f and g restored. 2 rounding error dominate computation. Cauchy time %.3e seconds. Subspace minimization time %.3e seconds. Line search time %.3e seconds. Total User time %.3e seconds. RUNNING THE L-BFGS-B CODE LINE SEARCH %ld times; norm of step = %.2e .A;  ](]H]h$e4(Xh 8bh!9(3XX  H@ pD8xXExzRx t\ AC F <_\ AC F ,\J\iAC `D ,cAC Sq ,}AC ` , AC P ,AC P ,LAC Pm $|ؘ"AC W $ҚAC O ,AC Ts , AC Q A ,,̟V AC \5 ,\AC Y ,AC [ ,iAC q ,AC X ,}AC X` ,L#AC _ $|AC O ,ZAC _ ,%AC P ,:AC [ ,4AC P ,dAC T A $\AC M A $,AC  A $AC  A  kAC f ,.AC Ha LAC  lAC  P  *3=GVf  oP  p ` o ooXoooX & 6 F V f v   & 6 F V ??MbP? GCC: (GNU) 4.4.7 20120313 (Red Hat 4.4.7-9)GCC: (GNU) 4.4.7 20120313 (Red Hat 4.4.7-11).symtab.strtab.shstrtab.note.gnu.build-id.gnu.hash.dynsym.dynstr.gnu.version.gnu.version_d.gnu.version_r.rela.dyn.rela.plt.init.text.fini.rodata.eh_frame_hdr.eh_frame.ctors.dtors.jcr.data.rel.ro.dynamic.got.got.plt.data.bss.comment$.o(8 p@PPHo4Uo  8doXX`s`}   P` ` x ( (8 8H HP PX XX Xp p( (@h hP0hYH0!J xd P X     `  ( 8 H P X X p ( h  ` ( *8 8H E [h jp x 0  H  ȷ H и     (8 3 > I S _ k u      0 ظ X h x   ( ` ȸ ط % 1 =P G Qз ] d ox t   (       @ p (   8   @  'P /` 7h ?X G0 PH Yf pp { x             ȹ  X "H * 3P ;@ Cع Nй Y dh l8 u0 ~` (  0  x p  8 @ H H P 8 0 X @ #( / 8 @p Ih P` Z d m y       P X к غ  Ⱥ        ! )x 3 : B J V ` l v ~(   ػ л Ȼ @ 8 H   0      x ( /x 8h ?P Kp R` ZX bм m x    ` p ȼ @ 8    h X    % 0 :H B0 K( TP \ f pؼ {     Ƚ   ؽ  н `            ,  4  <  C  J  S x [ p c  j  q h z P  H  @  `  X  8    (  0          5-    ͝    _  :   p 2  H"9  ;@  ЎF  nJ  S P `  7 f @ s  , ~  0 h  Y  L     jD  PV  ̜.    L h  N  ak  K  t# X     >r}  ]  # 2 F a p t     "        B i / 9 F R call_gmon_startcrtstuff.c__CTOR_LIST____DTOR_LIST____JCR_LIST____do_global_dtors_auxcompleted.6349dtor_idx.6351frame_dummy__CTOR_END____FRAME_END____JCR_END____do_global_ctors_auxlbfgsb_wrapper.clbfgsb.cepsmch.4780time1.4764col.4747head.4753theta.4771iupdat.4784updatd.4781iback.4766itail.4770iword.4774nact.4755ileave.4777nenter.4787fold.4754dnorm.4772cpu1.4751gd.4743stpmx.4776sbgnrm.4785stp.4750gdold.4767dtd.4746iter.4762nfgv.4760nseg.4758nintol.4789nskip.4773nfree.4768ifun.4761tol.4748cachyt.4778sbtime.4782lnscht.4788word.4763info.4757itfile.4779k.4742xstep.4775c_b7boxed.4769cnstnd.4786prjctd.4783c__1wrk.4749cpu2.4752i__.4741ddum.4756rr.4745dr.4744time2.4765time.4759lws.4560lwy.4563lsy.4562lss.4558lwt.4561lwn.4557lsnd.4564lz.4555lr.4553ld.4552lt.4554lxp.4559lwa.4556linesearch.csgnd.4977theta.4982s.4976gamma.4981p.4973q.4974r__.4975stpc.4978stpq.4980stpf.4979brackt.4725stage.4716finit.4717ginit.4718gtest.4721width.4719width1.4724stx.4714fx.4706gx.4708sty.4715fy.4707gy.4709stmin.4722stmax.4723ftest.4720fm.4704fxm.4710fym.4711gm.4705gxm.4712gym.4713i__.4569a1.4570a2.4571c_b17.4566c_b16.4565c_b15.4564c_b14.4563subalgorithms.ck.5911j.5910ddum.5913indxin.5914i__.5909out.5912indxou.5915i__.6140gi.6141i__.5824k.5825iact.5826nbdd.4546i__.4545pointr.6239i__.6225temp1.6236temp2.6237j.6226k.6227m2.6228col2.6234c__11jy.6231js.6230dk.6229xk.6232dd_p__.6235alpha.6238ibd.6233j.6013pointr.6014j.5726i__.5725k1.5728ddum.5729k.5727jy.5386js.5384pbegin.5400pend.5391dbegin.5399dend.5390iy.5385is.5383ipntr.5397jpntr.5398temp1.5393temp2.5394temp3.5395k.5380k1.5381i__.5379upcl.5392temp4.5396m2.5382is1.5387js1.5388col2.5389i__.4626i2.4628sum.4629k.4627i__.5230k.5232pointr.5243j.5231a1.5233a2.5234bnded.4802nfree.4804nbreak.4808ibkmin.4809bkmin.4805col2.4796f1.4776i__.4774neggi.4803tl.4780tu.4781xlower.4816xupper.4817pointr.4815j.4775f2.4777f2_org__.4807dtm.4784tsum.4800nleft.4806iter.4798tj.4779tj0.4782ibp.4783dt.4778dibp.4797zibp.4799dibp2.4801wmc.4793wmp.4794wmw.4795print.ci__.4738i__.4664i__.4541i__.4592imod.4593linpack.ccase__.4620j.4618temp.4621jj.4619j.4544s.4546jm1.4548k.4545t.4547miniCBLAS.cix.4541iy.4542i.4539m.4540mp1.4543ix.4645iy.4646i.4643m.4644mp1.4647dtemp.4747ix.4748iy.4749i.4745m.4746mp1.4750nincx.4858m.4857i.4856mp1.4859timer.cstrFcn.cdcopyReferrclbsetulbdpofas_cmp_finiformkprn2lbprn3lb_GLOBAL_OFFSET_TABLE_hpsolbdcsrchdtrslbmvdaxpyRef__dso_handleisInt__DTOR_END__fakePrintfdcstep__bss_startmatupdfreevprn1lbs_copylnsrlbsubsmtimer_endmainlbddotRef_edataactivedscalRefprojgrcauchy_DYNAMIC_initcmprlbformtmxGetPrmxGetN__gmon_start___Jv_RegisterClassesmxCreateDoubleMatrix@@v7.3mxDestroyArrayMEXmxCreateDoubleScalarmxIsDoublemxIsInt64mexPrintf__cxa_finalize@@GLIBC_2.2.5mxMallocmxGetNumberOfElementsmexCallMATLABclock@@GLIBC_2.2.5mxGetMmxFreemexFunctionmxDuplicateArraymxGetDatamexErrMsgTxtmxGetScalarsqrt@@GLIBC_2.2.5