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No feasible solution. Cauchy time %10.3g seconds. Subspace minimization time %10.3g seconds. Line search time %10.3g seconds. Total User time %10.3g seconds. ----------------SUBSM entered----------------- Positive dir derivative in projection Using the backtracking step ALPHA = %7.5g backtrack to the BOX Subspace solution X----------------exit SUBSM --------------------ERROR: STP .LT. STPMINERROR: STP .GT. STPMAXERROR: INITIAL G .GE. ZEROERROR: FTOL .LT. ZEROERROR: GTOL .LT. ZEROERROR: XTOL .LT. ZEROERROR: STPMIN .LT. ZEROERROR: STPMAX .LT. STPMINFGWARNING: ROUNDING ERRORS PREVENT PROGRESSWARNING: XTOL TEST SATISFIEDWARNING: STP = STPMAXWARNING: STP = STPMINCONVERGENCE%s = %11.4g Bad direction in the line search; refresh the lbfgs memory and restart the iteration. Nonpositive definiteness in Cholesky factorization in formk; refresh the lbfgs memory and restart the iteration. Singular triangular system detected; refresh the lbfgs memory and restart the iteration. Nonpositive definiteness in Cholesky factorization in formt; refresh the lbfgs memory and restart the iteration. Line search cannot locate an adequate point after 20 function and gradient evaluations. Previous x, f and g restored. Possible causes: 1 error in function or gradient evaluation; 2 rounding error dominate computation. The triangular system is singular. 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. Matrix in the Cholesky factorization in formk is not Pos. Def. Matrix in 2st Cholesky factorization in formk is not Pos. Def. Matrix in 1st Cholesky factorization in formk is not Pos. Def. * * * 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 F = final function value * * * N Tit Tnf Tnint Skip Nact Projg FThis problem is unconstrained.The initial X is infeasible. Restart with its projection.---------------- exit CAUCHY----------------------GCP found in this segment---------------- CAUCHY entered-------------------Subgnorm = 0. GCP = X.SM solution inside the boxEnter LSQR , Itn x(0) Function Compatible LS Norm Abar Cond Abar alfa_opt Itn x(0) Function Compatible LS Norm A Cond A Exit LSQR. istop = itn = Anorm = Acond = bnorm = xnorm = rnorm = Arnorm = max dx = occurred at itn = The exact solution is x = 0 'A solution to Ax = b was found, given atol, btol 'A least-squares solution was found, given atol 'A damped least-squares solution was found, given atol 'Cond(Abar) seems to be too large, given conlim 'The iteration limit was reached Enter LSMR. Least-squares solution of Ax = b The matrix A has rows and columns damp = atol = , conlim = btol = , itnlim = localSize (no. of vectors for local reorthogonalization) = Itn x(1) norm rbar Abar'rbar Compatible LS norm Abar cond Abar Itn x(1) norm r A'r Compatible LS norm A cond A The exact solution is x = 0 Ax - b is small enough, given atol, btol The least-squares solution is good enough, given atolThe estimate of cond(Abar) has exceeded conlim Ax - b is small enough for this machine The LS solution is good enough for this machine Cond(Abar) seems to be too large for this machine The iteration limit has been reached Exit LSMR. istop = ,itn = Exit LSMR. normA = ,condA = Exit LSMR. normb = ,normx = Exit LSMR. normr = ,normAr = Exit LSMR. (***** FATAL ERROR--THE SECOND INPUT ARGUMENT TO THE CHSCDF SUBROUTINE IS NON-POSITIVE *****)(***** THE VALUE OF THE ARGUMENT IS %ld *****)(***** NON-FATAL DIAGNOSTIC--THE FIRST INPUT ARGUMENT TO THE CHSCDF SUBROUTINE IS NEGATIVE *****)(***** THE VALUE OF THE ARGUMENT IS %f *****)(*****INTERNAL ERROR IN CHSCDF SUBROUTINE -- IMPOSSIBLE BRANCH CONDITION AT BRANCH POINT %ld)sparse: internal error detected in file `%s' at line %d. %s. /Volumes/Data/workspace/med-macos-free/ExtProjs/ITK/Modules/ThirdParty/VNL/src/vxl/v3p/netlib/sparse/spAllocate.cInvalid sizesparse: internal error detected in file `%s' at line %d. assertion `%s' failed. ! ComplexSparse not compiled to handle complex matrices/Volumes/Data/workspace/med-macos-free/ExtProjs/ITK/Modules/ThirdParty/VNL/src/vxl/v3p/netlib/sparse/spBuild.cNegative row or column numberInvalid element pointer/Volumes/Data/workspace/med-macos-free/ExtProjs/ITK/Modules/ThirdParty/VNL/src/vxl/v3p/netlib/sparse/spFactor.cInvalid partition code/Volumes/Data/workspace/med-macos-free/ExtProjs/ITK/Modules/ThirdParty/VNL/src/vxl/v3p/netlib/sparse/spSolve.c/Volumes/Data/workspace/med-macos-free/ExtProjs/ITK/Modules/ThirdParty/VNL/src/vxl/v3p/netlib/sparse/spUtils.cNonpositive row or column numberRow or column number too largeRow > 0 && Col > 0MaxPivot > 0.0/Volumes/Data/workspace/med-macos-free/ExtProjs/ITK/Modules/ThirdParty/VNL/src/vxl/v3p/netlib/sparse/spOutput.cSize of matrix = %1d x %1d. %9dColumns %1d to %1d. %4d %9.3g ... Largest element in matrix = %-1.4g. Smallest element in matrix = %-1.4g. Largest diagonal element = %-1.4g. Smallest diagonal element = %-1.4g. Largest pivot element = %-1.4g. Smallest pivot element = %-1.4g. Density = %2.2f%%. Number of fill-ins = %1d. MATRIX SUMMARY Matrix before factorization:Matrix after factorization:Matrix has been reordered.??&{?<@@?3?B???@L=?$@?;f?;f濜LXz?LXz뿤w?w]Zu#?UDo???5?5׳]?׳]?y?qxs?>-DT!@@?0@p@p?ffffff?<?ܿ{Gz?@?? @?? @ @????4@Y@@@;f??rZ| ?@@f~?-DT!@-DT!@0?M  G y^ ^ .  h}  "$ ` 6 $q9 H- i l  F I ) .z / z/` w E  )/ U }J ! g  TX @  |!B+ {8e N ( .AS6  1 }!n0 ,b? 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