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W:~!.;|`@8`N px!Aaځڡ!AaہۡN px!Aaʁʡ!Aaˁˡ|N |B?|+x\|3x|#x!|dx|x|Fx8}H8}HH|B}h=k|8}N |B}h=k|}N |B}h=k|}N |B}h=k|}N |B}h=k|}N |B}h=k|}N |B}h=k|}N |B}h=k|t}N |B}h=k|X}N |B}h=k|<}N |B}h=k| }N |B}h=k|}N |B}h=k|}N |B}h=k|}N |B}h=k|}N |B}h=k|}N |B}h=k|x}N |B}h=k|\}N |B}h=k|@}N |B}h=k|$}N |B}h=k|}N |B}h=k|}N |B}h=k|}N |B}h=k|}N |B}h=k|}N |B}h=k||}N |B}h=k|`}N |B}h=k|D}N |B}h=k|(}N |B}h=k| }N |B}h=k|}N |B}h=k|}N |B}h=k|}N |B}h=k|}N |B}h=k|}N |B}h=k|d}N |B}h=k|H}N |B}h=k|,}N |B}h=k|}N |B}h=k|}N |B}h=k|}N |B}h=k|}N |B}h=k|}N |B}h=k|}N |B}h=k|h}N |B}h=k|L}N |B}h=k|0}N |B}h=k|}N |B}h=k|}N |B}h=k|}N __dyld_mod_term_funcs__dyld_make_delayed_module_initializer_callsThe kernel support for the dynamic linker is not present to run this program. Need 3 arguments first: a test problem file second: (0/1) indicating: (0): testing snnls (1): testing lsqr third: (0/1) indicating: (0): using full format (1): using sparse formatrNeed a problem test file that exists! Expecting full formatExpecting sparse formatUnknown matrix format specifier: %d taucs snnls testtaucs lsqr test%d: Matrix of size: (%d %d) runtime: %f Problem %d failed! (Matrix probably not positive definite) relative error ||x'-x||/||x||: %e / worst expected error: %e *** WARNING: relative error larger than expected, your build may not function as expected max relative error: %e Matrix of size: (%d %d) runtime: %f Problem failed! (Matrix probably not positive definite)%d %d %d %d %d %lf %lf %lf tsnnls: Out of memory! COL_ORDERINGamdint_differe(): aSize is 0 but bSize is not! Unknown mode: %ld Variable is within (condition number)^2*eps of 0, accuracy results may be unexpected! Rcond memory error! Matrix flagged symmetric%5.4g taucs_ccs_create: out of memory taucs_ccs_create: out of memory (n=%d, nnz=%d) taucs_ccs_create: no data type specifiedy Symbolic Analysis = % 10.3f seconds (%.3f cpu) Supernodal Multifrontal LL^T = % 10.3f seconds (%.3f cpu) No ConjugateLowerConjugate Supernodal Left-Looking LL^T = % 10.3f seconds (%.3f cpu) LeftNo unit diagonaljp %d parent %d (ipo_j %d ipo_parent %d Elimination tree depth is %d taucs_ccs_symbolic_elimination: etree depth %d, maximum allowed is %d Symbolic Analysis of LL^T: %.2e nonzeros, %.2e flops, %.2e bytes in L Relaxed Analysis of LL^T: %.2e nonzeros, %.2e flops, %.2e bytes in L multifrontal_supernodal_solve_llt: out of memory LOWERsivan %d %d LL^T Factorization: Matrix is not positive definite. nonpositive pivot in column %d Rightmmdmdmetistaucs_ccs_metis: METIS routines not linked. genmmdcolamdrandomtreeidentitytaucs_ccs_order: out of memory for identity permutation taucs_ccs_order: invalid ordering requested (%s) taucs_ccs_colamd: not applicable for symmetric or hermitian matrices taucs_ccs_colamd: starting %s:%u: failed assertion `%s' tsnnls/taucs_basic/taucs_ccs_order.cp && ipAoocsp_ccs_colamd: calling colamd matrix is %dx%d, nnz=%d oocsp_ccs_colamd: colamd failed oocsp_ccs_colamd: colamd returned taucs_ccs_amd: starting (%s) taucs_ccs_amd: AMD ordering only works on symmetric matrices. taucs_ccs_amd: the lower part of the matrix must be represented. taucs_ccs_amd: allocating %d ints for iw taucs_ccs_amd: out of memory taucs_ccs_amd: calling amd matrix is %dx%d, nnz=%d taucs_ccs_amd: WARNING - invalid ordering requested (%s) taucs_ccs_amd: amd returned. optimal iwlen=%d (in this run was %d), %d compressions taucs_ccs_genmmd: GENMMD ordering only works on symmetric matrices. taucs_ccs_genmmd: the lower part of the matrix must be represented. next[i] < 2*nnz-nnext[j] < 2*nnz-ntaucs_ccs_treeorder: tree ordering only works on symmetric matrices. taucs_ccs_treeorder: the lower part of the matrix must be represented. taucs_ccs_treeorder: starting, matrix is %dx%d, # edges=%d taucs_ccs_treeorder: done taucs_ccs_randomperm: out of memory for permutation tsnnls/taucs_basic/taucs_ccs_ops.c(A->flags & TAUCS_SYMMETRIC) || (A->flags & TAUCS_TRIANGULAR)A->flags & TAUCS_LOWERtaucs_ccs_split: out of memory taucs_ccs_split: out of memory: n=%d nnz=%d taucs_ccs_split: out of memory (3): p=%d nnz=%d A->flags & TAUCS_SYMMETRIC || A->flags & TAUCS_HERMITIANtaucs_ccs_permute_symmetrically: out of memory taucs_ccs_augment_nonpositive_offdiagonal: matrix not symmetric or not lower taucs_ccs_augment_nonpositive_offdiagonal: out of memory 0 Least Squares Solution of A*x = b The matrix A has %7i rows and %7i columns The damping parameter is DAMP = %10.2e ATOL = %10.2e CONDLIM = %10.2e BTOL = %10.2e ITERLIM = %10i ISTOP = %3i ITER = %9i || A ||_F = %13.5e cond( A ) = %13.5e || r ||_2 = %13.5e || A^T r ||_2 = %13.5e || b ||_2 = %13.5e || x - x0 ||_2 = %13.5e ITER || r || Compatible ||A^T r|| / ||A|| ||r|| || A || cond( A ) %6i %13.5e %10.2e %10.2e %10.2e %10.2e %6i %13.5e %10.2e %10.2e %10.2e %10.2e ISTOP = %3i ITER = %9i || A ||_F = %13.5e cond( A ) = %13.5e || r ||_2 = %13.5e || A^T r ||_2 = %13.5e || b ||_2 = %13.5e || x - x0 ||_2 = %13.5e %s %s lsqr: vector allocation failure in function alloc_lvec()lsqr: element allocation failure in function alloc_lvec()lsqr: vector allocation failure in function alloc_dvec()lsqr: element allocation failure in function alloc_dvec()lsqr: input structure allocation failure in function alloc_lsqr_in()lsqr: output structure allocation failure in function alloc_lsqr_out()lsqr: work structure allocation failure in function alloc_lsqr_wrk()lsqr: function structure allocation failure in function alloc_lsqr_fnc()%swcould not open log file %s, exiting stderrstdoutnone>C0?<=q-CAy7????@j"! ,>The exact solution is x = x0The residual Ax - b is small enough, given ATOL and BTOLThe least squares error is small enough, given ATOLThe estimated condition number has exceeded CONLIMThe residual Ax - b is small enough, given machine precisionThe least squares error is small enough, given machine precisionThe estimated condition number has exceeded machine precisionThe iteration limit has been reached?                                                  0 dـ dd'dE<TiDDDD$D,D4DHDPDdDlDpDDDDDDDDDDDDDDD0D8D@DLD hD $@@ @#/@ 8@ A@J@cde$lf`D&`D)xD+D,|$&`'@x$h - . / 0 n o$&u?&zudv k    3EV  ,! $'/.8*G6R\r a<i4XLB<wmHpux/8MYpL0`(       & . 7 ? 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_colamd_taucs_ccs_randomperm_taucs_ccs_treeorder_term_msg.0_log_file_type_first_time_logf.0_log_file_prefix_hash.0_pend.1_hmod.2_lenj.3_dmax_.4_wbig.5_wflg.6_psrc.7_pdst.8_wnvi.9_e.10_i.11_j.12_k.13_p.14_degme.15_x.16_nleft.17_ilast.18_jlast.19_inext.20_jnext.21_p1.22_nvpiv.23_p2.24_p3.25_me.26_ln.27_we.28_pj.29_pn.30_mindeg.31_elenme.32_slenme.33_maxmem.34_newmem.35_deg.36_eln.37_mem.38_nel.39_pme.40_nvi.41_nvj.42_pme1.43_pme2.44_knt1.45_knt2.46_knt3.47_hash.0_pend.1_hmod.2_lenj.3_dmax_.4_wbig.5_wflg.6_psrc.7_pdst.8_e.9_i.10_j.11_k.12_p.13_degme.14_x.15_nleft.16_ilast.17_jlast.18_inext.19_jnext.20_p1.21_nvpiv.22_p2.23_p3.24_me.25_ln.26_pj.27_pn.28_mindeg.29_elenme.30_slenme.31_maxmem.32_newmem.33_deg.34_eln.35_mem.36_nel.37_pme.38_nvi.39_nvj.40_pme1.41_pme2.42_knt1.43_knt2.44_knt3.45_hash.0_pend.1_hmod.2_lenj.3_dmax_.4_wbig.5_wflg.6_psrc.7_pdst.8_e.9_i.10_j.11_k.12_p.13_degme.14_x.15_nleft.16_ilast.17_jlast.18_inext.19_jnext.20_p1.21_nvpiv.22_p2.23_p3.24_me.25_ln.26_pj.27_pn.28_mindeg.29_elenme.30_slenme.31_maxmem.32_newmem.33_deg.34_eln.35_mem.36_nel.37_pme.38_nvi.39_nvj.40_pme1.41_pme2.42_knt1.43_knt2.44_knt3.45_init_rows_cols_init_scoring_find_ordering_order_children_detect_super_cols_garbage_collection_clear_mark_mdeg.0_ehead.1_i.2_mdlmt.3_mdnode.4_nextmd.5_tag.6_num.7_ndeg.8_node.9_fnode.10_node.11_link.12_rloc.13_rlmt.14_i.15_j.16_nabor.17_rnode.18_elmnt.19_xqnbr.20_istop.21_jstop.22_istrt.23_jstrt.24_nxnode.25_pvnode.26_nqnbrs.27_npv.28_node.29_mtag.30_link.31_mdeg0.32_i.33_j.34_enode.35_fnode.36_nabor.37_elmnt.38_istop.39_jstop.40_q2head.41_istrt.42_jstrt.43_qxhead.44_iq2.45_deg.46_deg0.47_node.48_root.49_nextf.50_father.51_nqsize.52_num.53