ELF> @@-./01234589:;>?@BCDEFGHIJKLMNOPQRSTUVWYZ[\^_`abefghiklmnopqrstuvwxyz{|~HH=HH5H=Hopts.m > 0optimization.ccdim > 0AWAVAUATUSH8HHHHRHHWHEHUHGHWHE HG G(G,G0Lw8HG8G@HGHHD$HGHGPLXHGXG`HGhHD$HGhGpHGxHD$HGxLJHLJLJHHD$ HLJLJLJLJHHD$(HLJLJHLJHLJHLJ}~%IDfEDLH &H5H=HHHtH|$(H|$ HH|$H|$LH|$LHH (H5H=LLAuH|$LH|$DH|$DH|$E4ADH|$ uH|$(}us@LLLH8[]A\A]A^A_)Ht HGXHGHHHH)HHHHttHv!HH<f.z u .D8ztMHHfH+HHH fH*X^XHH9tHxfH*ËG@ËGstatic_cast(i) < static_cast(num_rows_)../matrix/kaldi-matrix.hЙ~HG9v%HcHHHGHHH `H5H=Й~DHG9v$HHHHGHHH `H5H=learning_rate > 0.0NaN encountered in L-BFGS (already converged?)USHHdH%(H$1G(G .wG.ol$ ,H.K ^L$ Hs@Hd$ .%vZ;u\$ W\$ D$ HWH.YK^L$ H [H5H=0t!H$dH3%(sH[]ÃHD$D$DA9HHcH HL$L$HD$ D$(D9HcHHD$ L$(Hl$H|$ HD$ HHT$ ^fZf.zf(fT f. >Hl$0AfH HHH} .H5>H `H5H=H `H5H=H|$0HHPHT$PH@@H$HH@HD$XH$H$H9tHH@HD$XHl$0H$HHPHT$PHRH@HDPHH@H$H;uZHHH|$PHHs@H5t$ o$6computation_state_ == kBeforeStepStep direction has the wrong sign! Routine will fail.AWAVAUATUSHD$Ht$dH%(H$1,HDoG(D$Lt$LL{hM9t LLHD$ D$(H|$ DD$D`D)ŸHA9DAHcL4H4t$ D{DHD$0D$89v-HL$0H $5H tH5H=H `H5H=HYD$ HD$ B0D{HD$0D$89vDHcHHHD$0D$8HD$ B0WH4$LH `H5H=AA9DAHcL4H\$ D{DHD$0D$89HHHHD$0D$8LH<$LcHLHfLL9l$AHcL4H<|$ {HD$0D$89vHD$0H$H `H5H=L$ Yȉ{DHD$0D$89v@HHHHD$0D$8HD$ B0\H4$LH `H5H=9l$~}AHcL4H$d$ {HD$0D$89HcHHHD$0D$8LH<$LH|$;tf. .H|$@AH HH|$`6H5H|$@HHPHT$`H@@H$HH@HD$hH$H$H9tHH@HD$hHl$@H}`HHPHT$`HRH@HD`HH@H$HLHs8LHD$I9t HLl$CǃǃǃC,H|$ H$dH3%(u1H[]A\A]A^A_HH|$`H|$ HO  . AWAVAUATUSH8HHHHRHHWHEHUHGHWHE HG G(G,G0Lw8HG8G@HGHHD$HGHGPLXHGXG`HGhHD$HGhGpHGxHD$HGxLJHLJLJHHD$ HLJLJLJLJHHD$(HLJLJHLJHLJHLJ}~%IDfEDLH &H5H=HHHtH|$(H|$ HH|$H|$LH|$LHH (H5H=LLAuH|$LH|$DH|$DH|$E4ADH|$ uH|$(}us@LLLH8[]A\A]A^A_)Ht HGXHGHHHH)HHHHtvHv#HH<ff.z u f.D8ztMHHfH+HHH fH*X^XHH9tHxfH*ËG@ËGÉЙ~HG9v%HcHHHGHHH `H5H=Й~DHG9v$HHHHGHHH `H5H=USHHdH%(H$1G(G .w#G.fZol$1Hf.fZK ^L$Hs@Hd$f.%vc;u\$fW\$D$H_Hf.fZKY^L$vH [H5H=0t!H$dH3%(kH[]ÃHD$D$DA9HHcH HL$L$HD$ D$(D9HcHHD$ L$(Hl$H|$ HD$HHT$^f(f.zf(fT f. >Hl$0AfH HHH} .H5>H `H5H=H `H5H=H|$0HHPHT$PH@@H$HH@HD$XH$H$H9tHH@HD$XHl$0H$HHPHT$PHRH@HDPHH@H$H;uHHH|$PHHs@H5t$s$6AWAVAUATUSHD$(Ht$ dH%(H$1,HDoG(D$Lt$ LL{hM9t LLHD$0D$8H|$0DD$D`D)ŸHA9DAHcL4H4t$D{DHD$@D$H9v.HL$@HL$7H tH5H=H `H5H=HYD$HD$0B0D{HD$@D$H9vFHcHHHD$@D$HHD$0B0fWHt$LH `H5H=AA9DAHcL4H\$D{DHD$@D$H9HHHHD$@D$HLH|$LcHLHfLL9l$AHcL4H<|${HD$@D$H9vHD$@HD$H `H5H=L$Yȉ{DHD$@D$H9vAHHHHD$@D$HHD$0B0\Ht$LH `H5H=9l$~~AHcL4H$d${HD$@D$H9HcHHHD$@D$HLH|$LH|$ ;tff.f.H|$PAH HH|$p6H5H|$PHHPHT$pH@@H$HH@HD$xH$H$H9tHH@HD$xHl$PH}`HHPHT$pHRH@HDpHH@H$HLHs8LHD$ I9t HLl$(fZCǃǃǃC,H|$0H$dH3%(u1H[]A\A]A^A_HH|$pH|$0HO  . vector::_M_realloc_insertAWAVAUATUSHHH4$IHHGH)HHt?L<L9H?I9III)Mt I9v L4$MI)AJ<HIt A$AL#MM)M9tLLHNt5HCHL)HL$L9tHH4$LLt$MtLH+LsJDHCH[]A\A]A^A_L4$MI)I?RATUSHHD$ HH;t;HtHHHHcK$HH)HH9rH[]A\HT$ HLeL9ttL)LHHL)HAccepted step; length was , prod was AWAVAUATUSHD$ dH%(H$1G(ҍJHD$D$9~HIHDAHcH4Ht$t$HD$ D$(9VD)HcHHD$ t$(LsHHl$LHLk8LHLd$ LLHshLHL(ЋC({HcHT$^HD$fZD$ f.\$.zH8Hl$0AH HHH} H5[H `H5H=H `H5H=fZD$f.HfZD$H|$PH|$P H5fZD$H|$PH|$0HHPHT$PH@@H$HH@HD$XH$H$H9tHH@HD$XHl$0H$HHPHT$PHRH@HDPHH@H$HD$HLLl$ C(H$dH3 %(u5H[]A\A]A^A_øԸHH|$PH$9oAWAVAUATUSHHHfA~ILgxLLk8LLLHC(I9t HLH{HHD|$ L$ C,L(HH[]A\A]A^A_increaserejectacceptdecrease to d = , iter = , action = accepting step.will restart computation.Restarting computation.In step size iteration, function value changed Too many steps in line search -> restarting.Restarting L-BFGS computation; problem found while Value of x did not change, when taking step; We appear to be backtracking while we are extremely close to the old value; restarting.AWAVAUATUSHHD$ Ht$dH%(H$1H8)Hl$ AH HHH} /H5fZH|$@H|$@H5fZD$ H|$@H|$ HHPHT$@H@@H$HH@HD$HH$H$H9tHH@HD$HHl$ H$HHPHT$@HRH@HD@HH@H$HLshHkHLHD$Lk8LL\$\\$(YCX;.D$ AL|$LHD$LLd$\;L$YK.E;C  H8FHt$D$ HH8;.D$ AH8Ep LLHT$ .AL$YK.)EAEǃA;C 4AH8Ld$ A<H HLI|$ ,H5+AEǃAlH|$ HHPHT$@H@@H$HH@HD$HH$H$H9tHH@HD$HLd$ H$HHPHT$@HRH@HD@HH@H$I$AEu%QfA~f.DH8EAD$Al$L{xHLD$H\D$LHfLHaH8KLHAǃAH$dH3%(sH[]A\A]A^A_AL|$ ACH HLI H5fZH|$@H|$@ H5s(H|$@H|$@ H5H5Et#H5AtAHH5HDHHHHQH|$@H|$ HHPHT$@H@@H$HH@HD$HH$H$H9tHH@HD$HL|$ H$HHPHT$@HRH@HD@HH@H$IyC,Ht$D$ HLd$ AQH HLI|$ 3H5H|$@H5H|$ HHPHT$@H@@H$HH@HD$HH$H$H9tHH@HD$HLd$ H$HHPHT$@HRH@HD@HH@H$I$,fZ^fZ|$XLd$ A]H HLI|$ -H5H|$@H5H|$ HHPHT$@H@@H$HH@HD$HH$H$H9tHH@HD$HLd$ H$HHPHT$@HRH@HD@HH@H$I$LH(\L$ TZTZYf.vZAuTHA8\Ld$ AeH HLI|$ 4H5 AǃH|$@#H5H|$ HHPHT$@H@@H$HH@HD$HH$H$H9tHH@HD$HLd$ H$HHPHT$@HRH@HD@HH@H$I$A.T$ .AeL|$ AxH HLI H5H|$ HHPHT$@H@@H$HH@HD$HH$H$H9tHH@HD$HL|$ H$HHPHT$@HRH@HD@HH@H$IHT$D$ HH*HH|$@HHH|$@HHH|$@HHH|$@HHH|$@HHH|$@HHH|$@HHA8A^UcxO<  0%%GUSHHD$ H?t3(.u0{,tGHD$ HH[]T$ .\$ HsHH{XHD$ Hdiag_approx_2nd_deriv.Min() > 0.0diag_approx_2nd_deriv.Max() < 0.0AUATUSHHD$ IHՀ?t{(.v d$ HsHH{X;tZH.vyC0LHLLLD$ HH[]A\A]\$ .wHf.wH H5H=H H5H=AWAVAUATUSHHH4$IHHGH)HHt?L<L9HI9III)Mt I9v L4$MI)AJ<HIt A$AL#MM)M9tLLHNt5HCHL)HL$L9tHH4$LLt$MtLH+LsJDHCH[]A\A]A^A_L4$MI)IRATUSHHD$HH;t;HtHHHHcK$HH)HH9rH[]A\HT$HLeL9ttL)LHHL)HAWAVAUATUSHD$dH%(H$1G(ҍJHD$ D$(9xHIHDAHcH4Ht$ t$(HD$0D$89PD)HcHHD$0t$8LsHHl$ LHLk8LHLd$0LLHshLHLf(ȋC({HcHL$^HD$f.D$T$f.zH8xHl$@AH HHH} H5WH `H5H=H `H5H=\$f.KH|$`D$H|$` H5H|$`D$H|$@HHPHT$`H@@H$HH@HD$hH$H$H9tHH@HD$hHl$@H$HHPHT$`HRH@HD`HH@H$HD$HLLd$C(H$dH3 %(u5H[]A\A]A^A_øԸHH|$`H$5oAWAVAUATUSHHHfI~ILgxLLk8LLLHC(I9t HLH{HHLC,LLt$D$HH[]A\A]A^A_AWAVAUATUSHH$Ht$dH%(H$1H8 Hl$ AH HHH} /H5H|$@H|$@H5H|$@$H|$ HHPHT$@H@@H$HH@HD$HH$H$H9tHH@HD$HHl$ H$HHPHT$@HRH@HD@HH@H$HLshHkHLHD$Lk8LL\$\\$fZCYX;f.$AL|$LHD$LLd$\;fZKYL$f.E;C u H8KHt$$HH8;f.$AH8vE[ LLH<$f.AfZKYL$f.%EAEǃA;C 4AH8Ld$ A<H HLI|$ ,H5+AEǃAlH|$ HHPHT$@H@@H$HH@HD$HH$H$H9tHH@HD$HLd$ H$HHPHT$@HRH@HD@HH@H$I$AEu&QfI~ff.LH8EAD$A|$L{xHLD$H\D$LHfLHLH86LHAǃAH$dH3%(WH[]A\A]A^A_AL|$ ACH HLI H5H|$@H|$@ H5s(H|$@H|$@ H5H5Et#H5AtAHH5HDHHHHQH|$@H|$ HHPHT$@H@@H$HH@HD$HH$H$H9tHH@HD$HL|$ H$HHPHT$@HRH@HD@HH@H$I}C,Ht$$HLd$ AQH HLI|$ 3H5H|$@H5H|$ HHPHT$@H@@H$HH@HD$HH$H$H9tHH@HD$HLd$ H$HHPHT$@HRH@HD@HH@H$I$+^D$mLd$ A]H HLI|$ -H5H|$@H5H|$ HHPHT$@H@@H$HH@HD$HH$H$H9tHH@HD$HLd$ H$HHPHT$@HRH@HD@HH@H$I$LH~f(fTY \$fTf.vZAuTHA8wLd$ AeH HLI|$ 4H5 A/ǃ4H|$@#H5H|$ HHPHT$@H@@H$HH@HD$HH$H$H9tHH@HD$HLd$ H$HHPHT$@HRH@HD@HH@H$I$AI<$f.AzL|$ AxH HLI H5H|$ HHPHT$@H@@H$HH@HD$HH$H$H9tHH@HD$HL|$ H$HHPHT$@HRH@HD@HH@H$IHT$$HHFHH|$@HHH|$@HHH|$@HHH|$@HHH|$@HHH|$@HHH|$@HHA8AyTbwF<  0%%~GUSHHD$H?t5f(f.u1{,tHHD$HH[]T$f.\$HsHH{XHD$HAUATUSHHD$IHՀ?t~f(f.v d$HsHH{X;t\Hf.v{C0LHLLLD$HH[]A\A]\$f.wHff.wH H5H=H H5H=basic_string::_M_construct null not validATUSHHIdH%(HD$1H9tHtHHL)H$HwDH}HtXHu\H$HEHUHD$dH3%(uIH[]A\H=HHHEH$HEA$HLATUSHHIdH%(HD$1H9tHtHHL)H$HwDH}HtXHu\H$HEHUHD$dH3%(uIH[]A\H=HHHEH$HEA$HLIn linear CG: initial norm-square of residual = opts.recompute_residual_factor <= 1.0In linear CG: recomputing residual.Doing linear CGD in dimension iterations the squared residual has got worse, . Will do an exact optimization.In linear CG: k = , r_next_norm_sq = , after > called-from-linearCGDUHAWAVAUATSHxIIHxIdH%(HE1FAHDžHA¾HDžDžHHHDžDžHcHHHHDžDžHHHDžDžHHHHxH `H5H=HO H `H5H=H `H5H=H `H5H=H LLHHHLHHlH8AG .AOY( .v(Y^pAFA@tlH0HLp cH0AH HHP0H5fZlHPH0HHPHPH@@HHH@HXHHH9tHH@HXH0H{`HHPHPHRH@HPHH@HH|=ABBstdE\_t: M) aJ' ! yԊ! yyyy$ \bx + z z $ X%b e% [  Pb$ WWb$ Z0b$ [;b$ ]b$ ^b$ `e$ a)$ b) l! ! C %+C BHC _e! x! 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