smsno on qdrtf i initial x(i) d(i) 1 0.000000D+00 0.100D+01 2 0.000000D+00 0.100D+01 3 0.000000D+00 0.100D+01 4 0.000000D+00 0.100D+01 it nf f reldf preldf reldx stppar d*step npreldf 0 1 0.105D+02 1 2 0.860D+01 0.18D+00 0.14D+00 0.1D+01 0.3D+01 0.1D+01 0.18D+00 2 4 0.181D+01 0.79D+00 0.81D+00 0.7D+00 0.2D+01 0.4D+01 0.22D+01 3 6 0.107D+01 0.41D+00 0.40D+00 0.9D-01 0.3D+01 0.8D+00 0.90D+00 4 8 0.101D+01 0.60D-01 0.11D+00 0.3D-01 0.7D+01 0.2D+00 0.42D+00 5 10 0.100D+01 0.62D-02 0.10D-01 0.6D-02 0.3D+01 0.7D-01 0.16D-01 6 11 0.100D+01 0.49D-03 0.67D-03 0.3D-02 0.0D+00 0.3D-01 0.67D-03 7 12 0.100D+01 0.48D-04 0.48D-04 0.6D-03 0.0D+00 0.7D-02 0.48D-04 8 13 0.100D+01 0.35D-07 0.37D-07 0.2D-04 0.0D+00 0.2D-03 0.37D-07 9 14 0.100D+01 0.84D-10 0.85D-10 0.5D-06 0.0D+00 0.7D-05 0.85D-10 ***** relative function convergence ***** function 0.100000D+01 reldx 0.493D-06 func. evals 14 grad. evals 49 preldf 0.848D-10 npreldf 0.848D-10 i final x(i) d(i) g(i) 1 0.100000D+01 0.100D+01 0.605D-06 2 0.200000D+01 0.100D+01 -0.940D-06 3 0.300000D+01 0.100D+01 -0.815D-07 4 0.400000D+01 0.100D+01 0.373D-06 sumsl on qdrtf i initial x(i) d(i) 1 0.000000D+00 0.100D+01 2 0.000000D+00 0.100D+01 3 0.000000D+00 0.100D+01 4 0.000000D+00 0.100D+01 it nf f reldf preldf reldx stppar d*step npreldf 0 1 0.105D+02 1 2 0.860D+01 0.18D+00 0.14D+00 0.1D+01 0.3D+01 0.1D+01 0.18D+00 2 4 0.181D+01 0.79D+00 0.81D+00 0.7D+00 0.2D+01 0.4D+01 0.22D+01 3 6 0.107D+01 0.41D+00 0.40D+00 0.9D-01 0.3D+01 0.8D+00 0.90D+00 4 8 0.101D+01 0.60D-01 0.11D+00 0.3D-01 0.7D+01 0.2D+00 0.42D+00 5 10 0.100D+01 0.62D-02 0.10D-01 0.6D-02 0.3D+01 0.7D-01 0.16D-01 6 11 0.100D+01 0.49D-03 0.67D-03 0.3D-02 0.0D+00 0.3D-01 0.67D-03 7 12 0.100D+01 0.48D-04 0.48D-04 0.6D-03 0.0D+00 0.7D-02 0.48D-04 8 13 0.100D+01 0.35D-07 0.37D-07 0.2D-04 0.0D+00 0.2D-03 0.37D-07 9 14 0.100D+01 0.84D-10 0.84D-10 0.6D-06 0.0D+00 0.7D-05 0.84D-10 ***** relative function convergence ***** function 0.100000D+01 reldx 0.586D-06 func. evals 14 grad. evals 10 preldf 0.837D-10 npreldf 0.837D-10 i final x(i) d(i) g(i) 1 0.100000D+01 0.100D+01 -0.736D-07 2 0.200000D+01 0.100D+01 -0.475D-07 3 0.300000D+01 0.100D+01 -0.215D-07 4 0.400000D+01 0.100D+01 0.460D-08 sumsl on qdrtf i initial x(i) d(i) 1 0.000000D+00 0.100D+03 2 0.000000D+00 0.100D+05 3 0.000000D+00 0.100D+07 4 0.000000D+00 0.100D+09 it nf f reldf preldf reldx stppar d*step npreldf 0 1 0.105D+02 1 2 0.860D+01 0.18D+00 0.14D+00 0.1D+01 0.3D+01 0.1D+01 0.18D+00 2 4 0.181D+01 0.79D+00 0.81D+00 0.7D+00 0.2D+01 0.4D+01 0.22D+01 3 6 0.107D+01 0.41D+00 0.40D+00 0.9D-01 0.3D+01 0.8D+00 0.90D+00 4 8 0.101D+01 0.60D-01 0.11D+00 0.3D-01 0.7D+01 0.2D+00 0.42D+00 5 10 0.100D+01 0.62D-02 0.10D-01 0.6D-02 0.3D+01 0.7D-01 0.16D-01 6 11 0.100D+01 0.49D-03 0.67D-03 0.3D-02 0.0D+00 0.3D-01 0.67D-03 7 12 0.100D+01 0.48D-04 0.48D-04 0.6D-03 0.0D+00 0.7D-02 0.48D-04 8 13 0.100D+01 0.35D-07 0.37D-07 0.2D-04 0.0D+00 0.2D-03 0.37D-07 9 14 0.100D+01 0.84D-10 0.84D-10 0.6D-06 0.0D+00 0.7D-05 0.84D-10 ***** relative function convergence ***** function 0.100000D+01 reldx 0.586D-06 func. evals 14 grad. evals 10 preldf 0.837D-10 npreldf 0.837D-10 i final x(i) d(i) g(i) 1 0.100000D-01 0.100D+03 -0.736D-05 2 0.200000D-03 0.100D+05 -0.475D-03 3 0.300000D-05 0.100D+07 -0.215D-01 4 0.400000D-07 0.100D+09 0.460D+00 humsl on qdrtf i initial x(i) d(i) 1 0.000000D+00 0.100D+03 2 0.000000D+00 0.100D+05 3 0.000000D+00 0.100D+07 4 0.000000D+00 0.100D+09 it nf f reldf preldf reldx stppar d*step npreldf 0 1 0.105D+02 1 4 0.300D+01 0.71D+00 0.10D+01 0.1D+01 0.5D+00 0.4D+01 0.00D+00 2 6 0.201D+01 0.33D+00 0.22D+01 0.3D+00 0.1D+01 0.2D+01 0.00D+00 3 8 0.101D+01 0.50D+00 0.10D+01 0.6D-01 0.3D+01 0.9D+00 0.00D+00 4 9 0.100D+01 0.12D-01 0.13D-01 0.1D-01 0.0D+00 0.9D-01 0.13D-01 5 10 0.100D+01 0.34D-04 0.34D-04 0.5D-03 0.0D+00 0.5D-02 0.34D-04 6 11 0.100D+01 0.61D-12 0.61D-12 0.6D-07 0.0D+00 0.6D-06 0.61D-12 ***** relative function convergence ***** function 0.100000D+01 reldx 0.642D-07 func. evals 11 grad. evals 7 preldf 0.613D-12 npreldf 0.613D-12 i final x(i) d(i) g(i) 1 0.100000D-01 0.100D+03 0.000D+00 2 0.200000D-03 0.100D+05 0.000D+00 3 0.300000D-05 0.100D+07 0.000D+00 4 0.400000D-07 0.100D+09 0.000D+00 humsl updating d nondefault values.... dtype..... iv(16) = 1 dinit..... v(38) = 0.0000000D+00 i initial x(i) d(i) 1 0.000000D+00 0.392D+02 2 0.000000D+00 0.314D+04 3 0.000000D+00 0.174D+06 4 0.000000D+00 0.227D+08 it nf f reldf preldf reldx stppar d*step npreldf 0 1 0.105D+02 1 3 0.279D+01 0.73D+00 0.11D+01 0.1D+01 0.9D+01 0.1D+01 0.00D+00 2 6 0.176D+01 0.37D+00 0.88D+00 0.4D-01 0.2D+02 0.3D+00 0.00D+00 3 7 0.135D+01 0.24D+00 0.14D+01 0.1D+00 0.1D+01 0.2D+01 0.00D+00 4 9 0.102D+01 0.25D+00 0.45D+00 0.6D-01 0.1D+01 0.7D+00 0.22D+01 5 10 0.100D+01 0.15D-01 0.16D-01 0.1D-01 0.0D+00 0.2D+00 0.16D-01 6 11 0.100D+01 0.64D-04 0.64D-04 0.6D-03 0.0D+00 0.1D-01 0.64D-04 7 12 0.100D+01 0.42D-11 0.42D-11 0.2D-06 0.0D+00 0.2D-05 0.42D-11 ***** relative function convergence ***** function 0.100000D+01 reldx 0.160D-06 func. evals 12 grad. evals 8 preldf 0.422D-11 npreldf 0.422D-11 i final x(i) d(i) g(i) 1 0.100000D-01 0.158D+03 -0.111D-13 2 0.200000D-03 0.158D+05 -0.555D-11 3 0.300000D-05 0.158D+07 -0.111D-09 4 0.400000D-07 0.158D+09 -0.111D-07