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42 ` matrix-functions.o/ compressed-matrix.o/ kaldi-matrix.o/ 0 0 0 644 3613464 ` ELF>5@@ZY     !"#$%&'()+,-./013456789:;<=>?@ABCDEFGHIJKLMNOPQRTUVWXYZ[\]^`abdefhiklnopqrstvwyz{|~      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`acdeghijklmnopqrstuvwxyz{|}~      !"#$%&'()*+,-./123456789=>?@AQRHG ;Fu6HыW;Qu+HDGAP7jL AHƿeH(H zH5H=HDVG D9uD_D;Zu u$HH H5H=HGP7jL AHDDֿeH AWAVAUATUSH(D D;~D;GD$ HHE~|HcT$ H HL$HIAH)HT$EeALHDDD$ HHDHD$HHLt$HEE9uH([]A\A]A^A_H H5H=AWAVAUATUSH(D D;~D;GD$ HHE~|HcT$ H HL$HIAH)HT$EeALHDDD$ HHDHD$HHLt$HEE9uH([]A\A]A^A_H H5H=HH=HH5H=HHHkaldi::KaldiFatalErrorHHHH@HHSHHH@HH[USH8HdH%(HD$(1HHHHs(HHHH@HEH<$HD$H9tHH5HHH<$HD$H9tHHH5@}x+SHHHtH{HtH{HtH{ HtH{(Ht[V_out->NumRows() == static_cast(n_) && V_out->NumCols() == static_cast(n_)../matrix/jama-eig.h;F uS;FuN~H~6HLGAFHLcLLA9σ9HH 2H5H=r_out->Dim() == static_cast(n_);Fu&~ HcHOH9HH 9H5H=i_out->Dim() == 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Y\^ A HIW L$W 4$$Y\A^ D(D$AHA"I EEECHA\9EDΉfAHcLc BY XD9~IG .xA.. .zNAH(W ^ DAHIW AT(AYYD.D9 DʉAHIw H^9~DDHHA\(W(TT.wG(^YX(Y\^Y^DAHIW d(^(YX(YfX^Y\^ff&(W(W%(T5.4$wM(^YXY\(^YX^DH DAHIW A(^(YX(Y\^Y\^D(D^AYX(AYAX^EYA\^Iw AAL$W D McA(BY\(W%DHcDY$A\.$wSA(^(AYX(YX^Y\^DHA?HIW  9(A^(YAX(YX^Y\^D(L$(AHA9"I AAEAD؉ffB4HcHc(Y$XԍpHcYX˃D9~Iw AAB<HcHc ~fTHfTXL$(f(Y5t$f(YYD$Pt$X,D$X\D$YD$0YXD$PD$(f.f(QT$hff.|$f.|$Xvl$hfW-l$hD$hXD$0T$P^L$\L$(t$8AHIO H\9~T$`XT$(T$`-l$Xl$l$P1f(K $T$DD$\$(DL$ \$0# $T$DD$\$(DL$ \$0D$0p;t$8[AD$0HIW H6ATHcIO H9}ATHcIO H;D$8~9l$0\$0DcDsDl$PDl$Lf|$,$T$^,$d$^d$\$^\$|$f(Y,$f(YXT$f(YXQt$(ff.Sff.$Nt$(f.5SMAA99\$0sIO AHc$DHc$d$9AH$d$D$fT $fT XL$fT XD$f.\$8ޅIIO EEAAz׉Ѝk)ff(l$@AdT$f.lft$(fW5t$(9\$0#ADHIW D$(fWYD$,$|$(X,$f(^d$\$f(f(^t$f(^|$ ^\$^t$Dt$<9\$<MG ADHcD$AYHcf(AX$$$9t9AHIL$YXf( $L$ Y\AHI H,$f(YL$\AHI HY\92KD$89OȺDMG A<HcL$AY A<Hcf(AYf(X,$9t6DHIL$ YXf( $L$Y\AHI H4$\AHI HYt$\9:EXDIA4HcL$Y A4Hcf(Yf(X$9t6DHHL$ YXf( $L$Y\AHIwH<$\AHIwHY|$\A9;9\$PADHIW HfWt$@f.5z7 |$Lx&L$LLcID~-D$DT$ ) |$<y DD$L6 AHIW HHAAIcHffD(D~D =fE(7fAHf(fW T$@Y^ AQAH4DC HH4IGA\d$(YfD(EYA\YYX^AMcB$fA(fATf(fATf.v/A HIW f(fW Y\^ A HIW L$(fW H4$$Y\A^ fD(D$(AHAkI EEECHA\9EDΉfAHcLc BY XD9~IG f.vfA.f. zf.z(i) < static_cast(num_rows_)num_cols_ == M.NumRows() && num_rows_ == M.NumCols()../matrix/kaldi-matrix.hAVAUATUSH0HIdH%(HD$(1oF 9G|G ;FpoDFLL~IA{~,Dٸ8HcHcfAZAD9CAD9[ HD$(dH3%(!H0[]A\A]A^ËW F 9O;N~HH$L$tkLt$IAT$AD$HI $HHD$T$LLC 9l9v_SCHH HH$T$A9l$ wH H5H=H iH5H=H H5H=H mH5H=AVAUATUSH0HIdH%(HD$(1oF 9G|G ;FpoDFLL~IA{~,Dٸ8HcHcfAZAуD9CAD9[ HD$(dH3%(!H0[]A\A]A^ËW F 9O;N~HH$L$tkLt$IAT$AD$HI $HHD$T$LLC 9l9v_SCHH HH$T$A9l$ wH H5H=H iH5H=H H5H=H mH5H=Trans == kNoTrans && M.NumRows() == NumRows() && M.NumCols() == NumCols() && M.Stride() == Stride()AVAUATUSH0HHdH%(HD$(1LH?I9oF 9CC ;FD[DN~EA{~'DѸHcA0HcD9CADD9S HD$(dH3%([H0[]A\A]A^ÃouC 9F uC9FuC9FtH eH5H=S F 9K;N~H<$L$tlALt$IUDEHHMHHD$T$LLAC D93D9v_SDCHH HH$T$D9e wH H5H=H iH5H=H H5H=H mH5H=AVAUATUSH0HHdH%(HD$(1LH?I9oF 9CC ;FD[DN~EA{~'DѸHcAЍ0Hc׃D9CADD9S HD$(dH3%([H0[]A\A]A^ÃouC 9F uC9FuC9FtH eH5H=S F 9K;N~H<$L$tlALt$IUDEHHMHHD$T$LLAC D93D9v_SDCHH HH$T$D9e wH H5H=H iH5H=H H5H=H mH5H=static_cast(r) < static_cast(this->num_rows_)../matrix/sp-matrix.hUSHG ;Fu;Gu;AH H5H=DI9^v[C؉HHcHHfZÉGHLHGHLH9t*9vDՉH nH5H=;Fs^HLcADGMcMLHLHfZ C 9O ~>~ADLcAH nH5H=H[]USHG ;Fu;Gu;AH H5H=DI9^v[C؉HHcHHfZGHLHÉGHLHÃ9t*9vDՉH nH5H=;Fs^HLcADGMcMLHLHfZC9O ~>~ADLcAH nH5H=H[]Wrong sized arguments.ATUSHHdH%(H$1VG O99cH9L#~HcfZ A 9CC HcSHv6CHH H~\AD9vrLDsHcHS~$HcI fZ1S9HcH~\AD9vrLDsHcHS~$HcI fZ1S9HcH(htk_hdr.mNSamples)M.NumCols() == static_cast(htk_hdr.mSampleSize) / static_cast(sizeof(float))Could not write to HTK feature file AUATUSHH$L$dH%(H$19V IHT$BI;F$T$$D$D$T$T$D$D$T$T$D$D$T$T$D$D$T$ T$D$ D$ T$ T$ D$ H IEH@AD lHc}HH9wzHHA} HHH e H5H=H g H5H=H `H5H=HcHHLIEH@AD AE D9HD9vHUDEHH<u~DFJ HHH9uHJ|HPPHHPHH9uRHtHH\$A H HHH{ $H5H|$HHPHT$0H@@H$HH@HD$8H$H$H9tHH@HD$8H\$H|$pHHPHT$0HRH@HD0HH@H$HH$dH34%(u#Hĸ[]A\A]HH|$0HAUATUSHH$L$dH%(H$19V IHT$BI;F$T$$D$D$T$T$D$D$T$T$D$D$T$T$D$D$T$ T$D$ D$ T$ T$ D$ H IEH@AD lHc}HH9wzHHA} HHH e H5H=H g H5H=H `H5H=HcHHLIEH@AD AE D9HD9vHUDEHH<u~DFIHHfZHH9uHJ|HPPHHPHH9uRHtHH\$A H HHH{ $H5H|$HHPHT$0H@@H$HH@HD$8H$H$H9tHH@HD$8H\$H|$pHHPHT$0HRH@HD0HH@H$HH$dH34%(u#Hĸ[]A\A]HH|$0HCould not write to Sphinx feature fileATUSHIHdH%(H$1F FD$ Ht$ I$H@AD u}{ }HcSHCHH H4LI$H@AD u?C 9~+HcSH9wH `H5H=H\$A H HHH{ &H5H|$HHPHT$0H@@H$HH@HD$8H$H$H9tHH@HD$8H\$H|$pHHPHT$0HRH@HD0HH@H$HH$dH3 %(u(Hİ[]A\øHH|$0H9AUATUSHIHdH%(H$1F FD$ Ht$ IEH@AD Hc}HH9w8HHA} wHHH `H5H=HcHHLIEH@AD uUAE D9~D9vHUDEHH<u~NHHfZHH9uHtHH\$A H HHH{ &H5H|$HHPHT$0H@@H$HH@HD$8H$H$H9tHH@HD$8H\$H|$pHHPHT$0HRH@HD0HH@H$HH$dH34%(u#Hĸ[]A\A]HH|$0H;f.v.z USH(D$ HHYYXQt$f.fl$.E„t .D$ wlMD$L$ D$D$H|$Ht$d$ Yd$(\$(YD$EY\$H([](Xff.vf.z USH8D$HHYYXQt$ff.fl$f.E„t f.D$wnMD$L$D$D$H|$(Ht$ d$Yd$f(\$f(YD$ EY\$(H8[]f(SA.NumRows() == B.NumCols() && A.NumCols() == B.NumRows()A.NumRows() == B.NumRows() && A.NumCols() == B.NumCols()AWAVAUATUSHDoDfoDw D;v DD;~ HH.E(McIMcJHD$Af\$AHHDXD$D$ALHl$E9uD$H[]A\A]A^A_ËG ;FuaDwD;v uWH/HMcI@L|fd$EHٺHDXD$D$LHL9uH H5H=H H5H=ft$5fl$&AWAVAUATUSHDoDfoDw D;v DD;~HH.E McIMcJHD$Af$AHHDX$$ALHl$E9u$H[]A\A]A^A_ËG ;Fu^DwD;v uTH/HMcI@L|f$$EHٺHDX$$LHL9uH H5H=H H5H=f4$:f,$,v.Dim() == num_colsATUSH0D$ HdH%(HD$(1w DOD;MHA@HHM~NLcWIAAH<AE~#D$ YXHH9uALD9uHD$(dH3%(H0[]A\H H5H=HD$D$Ld$LLHt$HD$ HH|$lHH|$H(ATUSH0D$ HdH%(HD$(1w DOD;MHA@HH}~bLcSIAAIHE~;fZT$ f(YfZ XfZHH9uALD9uHD$(dH3%(H0[]A\H H5H=HD$D$Ld$LLHt$HD$ HH|$lHH|$H(ATUSH0D$HdH%(HD$(1w DOD;MHA@HH}~NLcSIAAIHE~'fZYD$XHH9uALD9uHD$(dH3%(H0[]A\H H5H=HD$D$Ld$LLHt$HD$HH|$lHH|$H(ATUSH0D$HdH%(HD$(1w DOD;MHA@HHM~NLcWIAAH<AE~#D$YXHH9uALD9uHD$(dH3%(H0[]A\H H5H=HD$D$Ld$LLHt$HD$HH|$lHH|$H(v.Dim() == num_rowsATUSH0D$ HdH%(HD$(1G w;EH@H?HU~SLcCIHэ@LLFLL$ Y ~HI:(XHH9uLHL9uHD$(dH3%(H0[]A\H H5H=HD$D$Ld$LLHT$HD$ HH|$lHH|$H(ATUSH0D$ HdH%(HD$(1G w;EH@H?HU~_LcCIHэ@LLFfZT$ Lf(Y ZɅ~HI:(XHH9uLHL9uHD$(dH3%(H0[]A\H H5H=HD$D$Ld$LLHT$HD$ HH|$lHH|$H(ATUSH0D$HdH%(HD$(1G w;EH@H?HU~XLcCIHэ@LLFLfZ YL$~HI:f(XHH9uLHL9uHD$(dH3%(H0[]A\H H5H=HD$D$Ld$LLHT$HD$HH|$lHH|$H(ATUSH0D$HdH%(HD$(1G w;EH@H?HU~TLcCIHэ@LLFLL$Y ~HI:f(XHH9uLHL9uHD$(dH3%(H0[]A\H H5H=HD$D$Ld$LLHT$HD$HH|$lHH|$H(HGG GHHHHGVWFG V W F GVWFstatic_cast(i) < static_cast(MatrixBase::num_rows_) && "Access out of matrix"AUATUSH8dH%(HD$(1W 9Hэ^9LEEHcIH$|$9v\Ll$IHIHD$|$LLKU 9A9s`}LEEHcI4H4$|$9rH H5H=H aH5H=H H5H=U HD$(dH3%(u H8[]A\A]SHH?HtHCCC [HHrows == 0 && cols == 0rows > 0 && cols > 0AVAUATUSHHAdH%(HD$1…uaA u=G GGHHD$dH3%(H[]A\A]A^H H5H=A΅~S~OAAAAHcHIcHHuBH$Ht9HEDe ]EAD݉]fH H5H=HHRHHH5HHGG GHHHHGVWFG V W F GVWFAUATUSH8dH%(HD$(1W 9Hэ^9LEEHcIH$|$9v\Ll$IHIHD$|$LLKU 9A9s`}LEEHcI4H4$|$9rH H5H=H aH5H=H H5H=U HD$(dH3%(u H8[]A\A]SHH?HtHCCC [HHAVAUATUSHHAdH%(HD$1…uaA u=G GGHHD$dH3%(H[]A\A]A^H H5H=A΅~P~LAAAHcHIcHHuBH$Ht9HEDe ]EAD݉]iH H5H=HHRHHH5HG ËGËGHcG HcWHHHH9w vwHcHHHH YH5H=9w vwHcHHHH `H5H=wHcHcHHHwHcHcHHHwHcHcHHUSHHG;Gt; ~.HcSHCHH H<9k H[]HcW HHHH?USHHHou~G ;FuW;GuRH3H}{ ~9xHc9~HcCH4HcH<9K H[]H H5H=C ;EuZ;CuUDKH;LE~x%HcAHcD9~HHcM9s sH H5H=USHHHoG ;Fu[;GuVH3H}{ ~=xHcfZ9~HcCH4HcH<9K H[]H H5H=C ;Eu_;CuZDSLLM~x*HcHcfAZ A D9~IHcM 9{ nH H5H=im.Dim() == n && D->NumRows() == n && D->NumCols() == nj+1 < n && ApproxEqual(im(j+1), -im(j)) && ApproxEqual(re(j+1), re(j))AUATUSHo;nu[IIH9j uM9juHHf=DE(D-E(E(E((GH B H5H=IMKHcHH 9@I4$HcL.z.tH9(WHcBL.zt>(XAT..AT(ATXAY.IuBL.zt4(\AT.%wx.zsATD(ETAXAY.rXsHcHLAsHcHLAsHcHH3KHcHHH L H5H=H[]A\A]à ~6~#GHHcHH9W9w SHC 9CNC~4CHHcHH C9C NC 9|[AWAVAUATUSH(IdH%(HD$1H|$A~ bAH YH5H=AEH|$f*X^ZZYZYD$ AAF D9D9pDAFHIH,EfDA)ЃbE~Ll$HcHHtH|LD9|E9f{McJ\H|$f*X^ZYQL$ f.HD$dH3%(uH([]A\A]A^A_AVAUATUSHIdH%(HD$1H|$A|$ ~~ALl$ D9DAD$HI$HA|$~?Lf*X^fZ HA9l$AAD$ D9HD$dH3%(u,H[]A\A]A^H YH5H=HHHoHHWrong sized argumentsATUSHHdH%(H$1VG O9to9+L&HcHCHH H(col) < static_cast(num_cols_)G ;FuD9Wv?LH7HcH ~(HcAWHcH 9G HH RH5H=rv.Dim() == num_cols_ && static_cast(row) < static_cast(num_rows_)HG;Fu'9W v"WHcHH 0 && num_cols_ > 0DG E~AO~:H7DWAɿD)Hc _(9uDA9uHH H5H=DG E~AO~:H7DWAɿD)Hc ](9uDA9uHH H5H=a.NumRows() == num_rows_ && a.NumCols() == num_cols_AWAVAUATUSHG ;F uNumRows() && this->NumCols() % src.NumCols() == 0AWAVAUATUSH(HH|$~ X \$9uTIHvșAՅu?șAljșD$HcHH$D$D$*H H5H=HD$D9h vxHL$DAHHH,|$~BDt$IDAD$HHI$HDH,$HI9uAD9l$uH([]A\A]A^A_H YH5H=num_rows_ == num_cols_result >= 0 && "Call to CLAPACK sgetrf_ or ATLAS clapack_sgetrf " "called with wrong arguments"Cannot invert: matrix is singularresult == 0 && "Call to CLAPACK sgetri_ or ATLAS clapack_sgetri " "called with wrong arguments"AWAVAUATUSHHL$dH%(H$1 ;{uKIIԅu`Ht?MtAEH$dH3%(H[]A\A]A^A_H (H5H=HcHH9HIƋC D$ST$CD$D$ ҸNЉT$$HcHH|$(ŅL|$(MtwHL$Ht$H|$LL$ MHD$ |$MtAEMtA$MtLLMtLHHRHHH5HH FH5H=H\$0AIH HHH{ H5Ht$0H|$HH|$PHMtb{ L9~9EHf*A$MD$D$tAES ~=|$MuJ|$AMtLL|$ H rH5H=D$D$fAZ$ d$.%YfZA,$5t$S 9WCHHcHH \$Y\$9t&TfZf.w .v|$SD$TAXEAE|$*=|$\ /HT$H|$HHD$(PLL$4MLH3H ~H ~-GHHcHHH(^9W؃9w ËG ;GuDPIAlHH H5H=E~@H7GDHcHHHLH HI9uIEM9uNumRows() == src.NumRows()USH_ ;^ u:oD_DVH?LMcIMcIEH4AUH H5H=HH9t xHcAALMD9t ~H[]NumCols() == src.NumCols()AWAVAUATUSHFD$ ;Gu,IIG DoH/McIHӍ@L|@H ? H5H=IcVHHLHL9tUxA9D$ v)AD$HI$H4AH|$ H `H5H=H[]A\A]A^A_USH_ ;^ u6oD_DVH?L~McIMcIEH4ASH & H5H=HH9t xHcAXALMD9t ~H[]AWAVAUATUSHG DwDgH/~RMcIMcIH@LlLHLHL9t H3HtAHDH[]A\A]A^A_AVAUATUSG DwDgH/~@McIH@Ll LHL9t H HtAHD[]A\A]A^index >= -1 && index < src.NumRows()AWAVAUATUSHD$ DD;~u9Iw DoH/|NumCols()index >= -1 && index < dst->NumRows()AWAVAUATUSHD$ DD;zu7IԋO DoH/|:R 9}3McIH^IL4yH H5H=H H5H=H YH5H=LL9tK|AT$ H9~t9vAD$HI$H AHD$ DH[]A\A]A^A_Error....SHdH%(H$1DO DWE~wAEZfE~1H7DOHcHLHt.HH9uAE9uEA9|#H$dH3%(ujHİ[úH\$A]H HHH{ H5Ht$H|$HH|$0HW ;WtÅATUSL_DZIAAffDIh=A(b~SHcILLdHcHA(XYTX\YTXHL9uIAHIcLA ATXL9uY.[]A\ffY.A.NumCols() == A.NumRows() && A.NumCols() >= 1USHVF PHH9BHHH9GH<HCHc;HH9%HHCHc;HH9HHCHC HC(fH;HcHH9$HHC Hc;HH9HHC(;~H~6UHcHcHH}HHS 9σ93HHH mH5H=;~H~6UHcHcHH}HHS9σ93HHH[]ATUSH@HHIHdH<%(H|$81HHHteC $9;S~J$~6HHt$CHHcHH3$9σ9 $Mt5AD$;$~#HcHL$I $9$Ht3E;$~#HcHL$HM9$HHD$8dH3%(uyH@[]A\H 2H5H=HHHH 9H5H=H ?H5H=*$DO DWEffEBIE~,9t6GHHH7 TXHI9uكA9uY.ÉGHHH7 T XffDG DOE~|fҺAqH~%fE~AGHHH fZ 9t/f(\fTZ_(HH9uӃA9u.fDG DOE~XfҹEQE~/H7WHcHLHTT_(HH9uA9u.fHpHQT$ f.w D$ HEqual: size mismatch.SHdH%(H$1HFH9GD_ EDWEBIAEDGHHH DFHHH.I9DH.ztH$dH3%(Hİ[H\$AH HHH{ H5Ht$H|$HH|$0HAE9oe[DG DOE~SfEQE~/H7WHcHLHTT_(HH9uA9ufATUSHH$D$ (X-l$<$.=v(\(_D$} ~jAf $L9]~:DEHHcHHU.D$r\D$ ZX$$AD9e ~}~f $$fZL$ XZH[]A\AUATUSHHD$ } Afl$}~GDEHHcHHUL,AE\D$ AEXD$D$9]AD9e ^D$HD$XD$ H[]A\A]ft$src.NumCols() % this->NumCols() == 0 && src.NumRows() == this->NumRows()static_cast(origin)+ static_cast(length) <= static_cast(t.Dim())../matrix/kaldi-vector.hAWAVAUATUSHXID$ dH%(HD$H1N|$$șuEHA׋v t$(A;v u2șD$rD$D$ D$$D$,HD$0HD$MH H5H=H H5H=AD9|$(|$$~D|$D;{ sDCHHHHD$0D$8D$;CD$,H$AIcHHD$0D$D$8DAFHHIL,D$ H|$AEH9,$VD$;C *DCHHHHD$0D$8D$ DHAD+d$;CnH H5H=HD$HdH3%(uHX[]A\A]A^A_input.NumCols() == this->NumCols() && input.NumRows() == this->NumRows()this->NumCols() % output.NumCols() == 0 && this->NumRows() == output.NumRows()AWAVAUATUSH8D$(FD$;GuvHII֋~ |$;} uaJӅutD$A;F ujl$(.-|$D$pHf(5-H H5H=H H5H=(((TUVEHHHMHH9t%AEHHIM .zf.t맃9\$<|$~f뼋D$Ad$(.%|$D$xHfD(5EHHHUHH9AvHcșAHHI.z.tAEHHIU(AT.z  tff(.r%EHHHUYfZoу9\$t |$~fT|$'H8[]A\A]A^A_ÉEHLHUIL9d$ANHcDAHHI<|$ .=ztAEHLIU4L$(\ t$,(TZZD$ %\d$(fZD$ fZYD$  t$,.5r%EHLHUYfZ4 у9\$D$~@HHD$AAVAUATUSNDgșAu(Dn D;o ușAEEt$I$H H5H=9n v~LADNMcIE~VAA~yD)HcI B _(A9uWHcLHIAM9uA9u[]A\A]A^H `H5H=AUATUSH^;_uNIDV D;W uAJؙAЅuQAi D9uHؙA…D[IfH H5H=H H5H=(DGHHHHI9t>DAALcșAHLM)DVHcHL&ADA.z(tAD9t ~H[]A\A]H7DO ~@A~"HcH(X  9GADD9G LGw 9wNw~'ǺHcI (X  9unum_rows_ == num_cols_ && "AddMat: adding to self (transposed): not symmetric."A.num_rows_ == num_rows_ && A.num_cols_ == num_cols_A.num_cols_ == num_rows_ && A.num_rows_ == num_cols_AWAVAUATUSHHD$ H9DvDoH.L'oVG 9mO9N at?~;McIA{ALDHD$ AHMD9{ H[]A\A]A^A_Ãot/G ;Gu6Hl$ .-~ĿyXH jH5H=~GDGILcϋCHcHHHLHXHL9uɉCHHcHHX9{ fZT$ X`~\DGILcϋCHcHHHLH\$ (YX YXHL9uCHHcHHfZYfZ 9{ j]HGH9FuR IMcIMcIA{ALHD$ ALMD9{ H H5H=H H5H=NumRows() == A.NumRows()NumCols() == A.NumCols()NumRows() == A.NumCols()NumCols() == A.NumRows()AUATUSHHD$ Ioo H9kL9L~vDhILHPH+PH~FRLHHpSHcHH;HD$ YFXHL9uHL9uH[]A\A]Ëo H9kL9LAŅ~LHPH+PH~IRLHHpSHcHc>HH;HD$ YFXHL9uǃA9uKH H5H=H H5H=H H5H=H H5H=NumCols() == B.NumCols()A.NumCols() == B.NumRows()NumCols() == B.NumRows()A.NumCols() == B.NumCols()AWAVAUATUSH(I$HHT$L$oG 9F __H|$9i]H|$9sD$LH|$A|$ |$@HHD$HD$H\$H|$IH@I+EHI$L4~I@L<HIEUHc0HMH4$Y@ED$L|$HL9uHD$HD$H;D$uH([]A\A]A^A_ËF 9G _H|$9]H|$9D$LH|$A|$ |$~@HHD$HD$H\$H|$IH@I+EHHUL4~I@L<HIEHcI$H U$Y@ED$L|$HL9uHD$HD$H;D$uH H5H=H H5H=H H5H=H H5H=H H5H=H H5H=num_rows_ == num_cols_ && ((transA == kNoTrans && A.num_rows_ == num_rows_) || (transA == kTrans && A.num_cols_ == num_cols_))A.data_ != data_HO G9uQotGpuG;FuBLHI9tVt)otlDF HWPFPzeH H;N tH H5H=H H5H=DFSF ;B N;J9G 9OLLL~_~4HcM(AYAY(AYXA9GHcGM HcFMHcBM9_ [H H5H=H H5H=(transA == kNoTrans && transB == kNoTrans && A.num_cols_ == B.num_rows_ && A.num_rows_ == num_rows_ && B.num_cols_ == num_cols_) || (transA == kTrans && transB == kNoTrans && A.num_rows_ == B.num_rows_ && A.num_cols_ == num_rows_ && B.num_cols_ == num_cols_) || (transA == kNoTrans && transB == kTrans && A.num_cols_ == B.num_cols_ && A.num_rows_ == num_rows_ && B.num_rows_ == num_cols_) || (transA == kTrans && transB == kTrans && A.num_rows_ == B.num_cols_ && A.num_cols_ == num_rows_ && B.num_rows_ == num_cols_)&A != this && &B != thisSDƒoAoAEtEt Y 9^puEt Y 9^ pAEtEt Y9^pEDYD9^ DW D9VD_D9Y H9H9DW Et9DYDFDN o_S7AS1AP6DDNDGDщƿeH0[Ë_ 9^ /_9Y9됋_ 9^+_ 9^ :_9Y .eH H5H=H H5H=A.NumRows() == C.NumRows() && A.NumCols() == C.NumCols()HDN D;J u2DFD;Bu(A D9u?D9Au9Af(H H5H=H H5H=^YDGHLLA AD9V~RMcDAHLLAEDBMcMHBEDFMcMHB .z.tAD9N ~~~AHAWAVAUATUSHhD$T$L$8oAo„tt Y 9^|$put Q 9V  Ap„tt A9F|$pA9F G 9FG9A H9H9FD$AD$HH;HD$YFXHL9uǃA9uJH H5H=H H5H=H H5H=H H5H=AWAVAUATUSH8ID$HHT$ L$oG 9F c_H|$ 9m]H|$ 9wD$LH|$ A|$ |$@HHD$(HD$H\$H|$ IH@I+FHI$L<څ~KDhIIHIFUHc0HMH4D$Y@ED$L|$HL9uHD$HD$H;D$(sH8[]A\A]A^A_ËF 9G _H|$ 9]H|$ 9 D$LH|$ A|$ |$~@HHD$(HD$H\$H|$ IH@I+FHHUL<څ~KDhIIHIFHcI$H ʋUD$Y@ED$L|$HL9uHD$HD$H;D$(sH H5H=H H5H=H H5H=H H5H=H H5H=H H5H=HO G9uQotGpuG;FuBLHI9tVt)otlDF HWPFPzeH H;N tH H5H=H H5H=DFSF ;B N;J9G 9OLLL~a~6HcMf(AYAYf(AYXA9GHcGM HcFMHcBMÃ9_ [H H5H=H H5H=SDƒoAoAEtEt Y 9^puEt Y 9^ pAEtEt Y9^pEDYD9^ DW D9VD_D9Y H9H9DW Et9DYDFDN o_S7AS1AP6DDNDGDщƿeH0[Ë_ 9^ /_9Y9됋_ 9^+_ 9^ :_9Y .eH H5H=H H5H=HDN D;J u2DFD;Bu(A D9u?D9Au9Af(H H5H=H H5H=Z^YDGHLLZAAD9V~aMcDAHLLfAZEDBMcMHB EDFMcMHfBZ.z.tpAD9N ~~~AHAWAVAUATUSHxD$T$HL$(oAo„tt Y 9^|$Hput Q 9V  Ap„tt A9F|$HpA9F G 9FG9A H9H9FD$$AD$LGD$ F D$8FD$ HHHD$HHD$@GAoI׍@HDHD$PD$8@HHD$XD$ @HHD$`D$0A_ 9^ W9QIW 9VG 9F G9A H H5H=H H5H= I֍@HDHD$PH|$H|$`D$ @HDHD$hD|$8#d$(f.%z(u&|$ Dd$LH\$`Lt$0Lt$hDT$ Ht$8D$(DYD$DD$ HL$8T$$HDDHL9tHcADff.ztLt$0sT$ Ht$8D$(|$ IcHT$H4YD$DD$ HL$8|$ l$0EA9tHcADf.ztLt$XIHD$@L;t$PLt$8Ll$@|$HoL$(f. OIE~D$LD$0D$$ALt$XAqt$(f.5z&u$|$ HLd$HD$`HlDl$8BT$ LD$(|$8YD$DD$ LT$$LDHIH9tsff.ztċT$ LD$(|$ HcHL$H4YD$DD$ L|$ HDL9tf.zt뺋|$L|$0IL;|$PtVMHcD$0HT$@H,ƒ|$Hol$(f.-\V|$8~HDl$$HD$XLdHx[]A\A]A^A_AWAVAUATUSHxD$L$0oAoAtEt Y 9^"puEt Y 9^ )ApAtEt A9Fp.E%A9F G 9F G9A H9H9FD$XAD$HGDy Y\$Apۃo\$LHH\$PH6Ht$8H HL$  |$(ot$(D$\HT$8HT$FHDHD$`HL$ HL$hD$@HDHD$@D$8EY_ 9^ _9Y*_ 9^G 9F G9A H :H5H=H ;H5H=1D$\AGHHD$`D$@HHD$hD$D$D|$@Ad$0f.%z&u$|$HLd$ HD$hHlDl$@DLD$0|$@YD$ALT$HLDHIH9tuff.ztúLD$0|$HcH|$ H4YD$AL|$HDI9tf.zt빃D$D$L$\L$D|$X9D$(HcD$H|$PL4IcHT$8H,ƒ|$LoL$0f. D>|$@~HDl$HHD$`Ldlt$0f.5zu|$Dd$XH\$hHLD$0DYD$ALT$HHDDHH;\$@HcADff.zt븺LD$0|$IcHT$ H4YD$AHL$(|$DDd$A9tHcADf.zt뭋|$\|$8HD$HD$H;D$`tfHcD$8HL$PL(ro) < static_cast(M.num_rows_) && static_cast(co) < static_cast(M.num_cols_) && static_cast(r) <= static_cast(M.num_rows_ - ro) && static_cast(c) <= static_cast(M.num_cols_ - co)HHtMEtHF 9vDVE9vv)9rpE)E9rhO DOFGHcFHcHMcIHJHD uGG GHH bH5H=H pH5H=SHH[SHDNAH[SHAAɋN H[AWAVAUATUSHhHAEdH%(HD$X1tAH?tD9c u 9kNHAąxD PC CCHEHD$XdH3%(Hh[]A\A]A^A_H?G 9tT9}RH$IEDLD9c DNc 9kNkH|$ AADL%G9t 9kEU;GuKH|$@AADHHt$@H|$ oHHHAEHAH H5H=E~U~QAAAAIcHIcHH|$@uBHD$@Ht8HDc kEADkSH H5H=HHRHHH5HHHHHIiHHHCCols == ARows && ACols == BRows && BCols == CRows && "TraceMatMatMat: args have mismatched dimensions."AWAVAUATUSH8IAHӉL$ LEdH%(HD$(1w DODR RA@ AxAp|$ pAp9A9AE9EDDADA9AENE9A9>HD$L|$ADLfEHT$ HLDAEDA҉CBH H5H=HD$L|$ALfDD$ HDLLH|$DHD$ H|$ H|$DLD$ H|$D$ HD$(dH3%(H8[]A\A]A^A_HD$L|$ADʉLfELDHLH|$T$ HD$ H|$kHH|$HHH|$HHH|$H6&DCols == ARows && ACols == BRows && BCols == CRows && CCols == DRows && "TraceMatMatMat: args have mismatched dimensions."AWAVAUATUSHXIAt$ HT$L$LDL$L$dH%(H\$H1ۋ EUDr DJEX AXAt$ AT$Ap |$p|$p$pE9E9!99AD$EDDD$,DʉL$(HD$(L|$,A9ILEDD|$D|$0D;8HD$0D|$D;8A9ȉAN9D$OA9HD$0Lt$0ADLfD$LT$HLxDADEADAۉ։H H5H=HD$0Lt$0ADʉLfDD$HL$T$ LLH|$0D$ML$HoD$H|$0D$HD$HdH3%(HX[]A\A]A^A_HD$0L|$0ADLfDD$HT$Ht$LH|$0DL$ M苌$LoD$H|$0VH|$0DL$LD$L$ LoD$H|$0!HD$0Lt$0ADLfDD$ L鋔$LLH|$0DL$IL$HT$oD$H|$0HH|$0HHH|$0HHH|$0HHH|$0HF+&&%AWAVAUATUSH8H<$D$HAHEML$ dH%(HD$(1~q QAA EIApE{ Aptt|$pptuAȉADA9HD$L|$ALfEHDHL։넉DAHt$L$ DD$pLoD$H<$H|$HD$(dH3%(H8[]A\A]A^A_HD$L|$ADLfDD$pLDHLHL$L$ AoDHD$H<$H|$bHH|$HHH|$H @+USHHHHHHt0Pp AHoHHH[]úUSHHHHot-V vApHHH[]ËVv AoHHUSHHHdH%(HD$81H\$ oHHHt$HH\$H|$ \$ D$ HD$8dH3%(uHH[]HH|$ H )>rApproxEqual: size mismatch.ATUSHD$dH%(H$1HFH9Gu5HHLd$oHLoHLZH\$0A}H HHH{ H5Ht$0H|$HH|$PHH|$D$ HYD$.D$ H|$H$dH3 %(u!H[]A\HH|$H$D\USHHHHVv AoHHH[]SH HdH%(HD$1G9G tWHpHS sAHHoHHHD$dH3%(u H [HHH+D~wUSHHHv 9w uE9GtUAHoHHHH[]USHHHv 9w uE9GtUAHoHHHH[]USHHHHot-V vApHHH[]ËVv AoHHA.NumRows() == B.NumRows()AWAVAUATUSHHHD$Ht$IL$ dH%(HD$81oty_ H|$9*EA9D$;H|$A;D$ ED$ HUu HD$ H|$ AH|$#_ H9uYAD$9EunH|$A9D$ u|D$ HH|$D$}|$ } tjD$H H5H=H H5H=H H5H=H YH5H=D$D$9D${D$9E vŋt$EHHUL4H|$IHHHPH)H~D$YAA9D$ v_RL<AD$HI$H4AL|$ I9\HIUD$YBHA9D$ wH `H5H=H H5H=H H5H=H H5H=D$}|$ 2A|$ t D$H `H5H=IHHHPH)HD$YA9E vRL<VH YH5H=HH|$ HI9tDHIUD$YBH9E vEHHUH AL|$ 뷃D$D$9D$t4D$A9D$ t$AD$HI$L4H|$H|$ HD$8dH3%(uHH[]A\A]A^A_!BbbENsN>=Ms != NULL && U_in != this && V_in != this(int)U_in->num_rows_ == N && (int)U_in->num_cols_ == M(int)V_in->num_rows_ == M && (int)V_in->num_cols_ == M(int)s->Dim() == std::min(M, N)result >= 0 && "Call to CLAPACK dgesvd_ called with wrong arguments"CLAPACK sgesvd_ : some weird convergence not satisfiedUHAWAVAUATSH(HIHdH %(HM1H9H9t"IHtHHH H5H=MH4HFV N95MtA;U EA;E;Ht;C L;CCA;D$WMmHCAEDžML-LHHHPHPHPHPA7HP3A4$LHLLH[Hp HAHPHAH H5H=H H5H=H H5H=H H5H=HCDžMt;LL-LL-HHHbLL-HHAH@,HcHHLMtzHHHPHPAVHPA7HP3A4$LHLLHUH H5H=HHRHHH5HHzH@x/H0AH HH H5H=HP6H5H0HHPHPH@@HHH@HXHHH9tHH@HXH0H{`HHPHPHRH@HPHH@HHLHHHEdH3%(He[A\A]A^A_]HHPHHHHLM AGDžML-HLXO[ | num_rows_>=num_cols_ && "Svd requires that #rows by >= #cols."U == NULL || (U->num_rows_ == num_rows_&&U->num_cols_ == num_cols_)Vt == NULL || (Vt->num_rows_ == num_cols_&&Vt->num_cols_ == num_cols_)s->Dim() == num_cols_AUATUSHG9G HIIH;FHtHWI9T$Ht;E ;EHTZ f.HLLHH[]A\A]H H5H=H H5H=H H5H=H H5H=H.zQ ^(T.w8L$ (HHLLHT$ .z6u4 HHLLH%d$ ^D$ LCould not read header from HTK feature file Code to read HTK features does not support compressed features, or features with VQ.Attempting to read HTK features from unsupported type (e.g. waveform or discrete features.Could not read data from HTK feature file HTK header: Num Samples: ; Sample period: ; Sample size: ; Sample kind: AUATUSHIHIdH%(H$1Ht$ I$H@AD D$T$T$D$D$T$T$D$D$T$ T$D$ D$ T$ T$ D$ D$ T$ T$ D$ D$T$T$D$D$?€fT$Dvf w!HH8+Hl$A' H HHH} H5H\$A H HHH{ ,H5H|$HHPHT$0H@@H$HH@HD$8H$H$H9tHH@HD$8H\$H|$pHHPHT$0HRH@HD0HH@H$HH$dH3 %(kHĸ[]A\A]H\$A H HHH{ H5Ht$H|$HH|$0HH\$A# H HHH{ H5Ht$H|$HH|$0HH|$0t$H|$0H5H|$0t$H|$0H5t$ H|$0H|$0H5t$H|$0H|$HHPHT$0H@@H$HH@HD$8H$H$H9tHH@HD$8Hl$H|$pHHPHT$0HRH@HD0HH@H$HHT$ HAt$H{ HcSH-H YH5H=H\$A4 H HHH{ *H5H|$HHPHT$0H@@H$HH@HD$8H$H$H9tHH@HD$8H\$H|$pHHPHT$0HRH@HD0HH@H$HC 9HcSH9CHH H4LI$H@AD C~HHSHcHH3H:r@2SHcHH3@|SHcHH3Hzr@rSHcHH3@|HH9u2MHD$IED$ AEHH|$0HHH|$0HHH|$0HH3  +} f  num_rows_ > 0 && num_rows_ == num_cols_AVAUATUSHD$ dH%(H$1Dg E~RID;guIHD$0H|$0ADDHD$D$H|$DH H5H=HD$ D$(H|$ DHL$ HT$Ht$0LAD$L,ńHL9tHHt$ HH|$D$ HD$PH|$PADDHT$PHt$ H|$HD$pH|$pADDHL$PHt$0H|$pfAooH|$0HL$0Ht$pfAooLH|$pH|$PH|$ H|$H|$0H$dH3 %(uaHĐ[]A\A]A^HH|$pH|$PH|$ H|$H|$0HHHHH+Y|m)GAWAVAUATUSH8ID$HAIEL$ dH%(HD$(1HD$vH\$AHoHHL$ ELDHD$LH|$HD$(dH3%(u$H8[]A\A]A^A_HH|$HZAWAVAUATUSH8ID$IAHEL$ dH%(HD$(1HD$qH\$AHoHHL$ EHDLD$LH|$HD$(dH3%(u$H8[]A\A]A^A_HH|$HZAWAVAUATUSHXID$IAHEL$ dH%(HD$H1HD$vHl$AHoLHHD$0sH|$0AH|$0oHHL$0Ht$L$ EDD$LH|$0H|$HD$HdH3%(u3HX[]A\A]A^A_HH|$0H|$HHZAVAUATUSH0ID$IAHL$ dH%(HD$(1HD$qH\$AHHHL$ AoHDLD$LH|$HD$(dH3%(u"H0[]A\A]A^HH|$HUAVAUATUSH0ID$HIAL$ dH%(HD$(1HD$vH\$AHHHL$ ELoHD$LH|$HD$(dH3%(u"H0[]A\A]A^HH|$HUUHAWAVAUATSHXIEIIALMdH%(HE1HEvHEAHEHLH}HEsH}AH}HHuHjoMLMELoELHH}H}HEdH3%(u1He[A\A]A^A_]HH}H}HH\sz == num_cols_ && sz == A_in.NumRows() && sz == B_in.NumRows()UHAWAVAUATSHXEIMdH%(HU1ҋ_;_ uqII;^ufA;\$u_HELuAډLLLHEAt$H}AH}LH YH5H=trHAGPA7EPuEPMLMEA؉ٺzeH0H}H}HEdH3%(uEHe[A\A]A^A_]H}H}HH}H}HHenum_rows * num_cols == 0this->stride_ >= this->num_cols_HH7OW DGHt D9BHʅuG GGH H5H=H H5H=ËFV NH6H7OW GHHtMEtHF 9vDVE9vv)9rpE)E9rhO DOFGHcFHcHMcIHJHD uGG GHH bH5H=H pH5H=SHH[SHDNAH[SHAAɋN H[AWAVAUATUSHhHAEdH%(HD$X1tAH?tD9c u 9kNHAąxD PC CCHEHD$XdH3%(Hh[]A\A]A^A_H?G 9tT9}RH$IEDLD9c DNc 9kNkH|$ AADL%G9t 9kEU;GuKH|$@AADHHt$@H|$ oHHHAEHAH H5H=E~R~NAAAIcHIcHH|$@uBHD$@Ht8HDc kEADkVH H5H=HHRHHH5HHHHHIiUSHHHHot-V vApHHH[]ËVv AoHHAVAUATUSH0IIIԉdH%(HD$(1Hl$oHHHT$HHuPMtfZ $AMMtfZD$A$H|$HD$(dH3%(u6H0[]A\A]A^Ht$oLHH|$H7JHHHAWAVAUATUSH8IAHӉL$LEdH%(HD$(1w DODR RA@ AxAp|$pAp9A9AE9EDDADA9AENE9A9>HD$L|$ADLfEHT$HLDAEDA҉CBH H5H=HD$L|$ALfDD$HDLLH|$DHD$H|$ H|$DLD$H|$D$HD$(dH3%(H8[]A\A]A^A_HD$L|$ADʉLfELDHLH|$T$HD$H|$kHH|$HHH|$HHH|$H6&AWAVAUATUSHXIAt$ HT$ $LDL$L$dH%(H\$H1ۋ EUDr DJEX AXAt$ AT$Ap <$p|$p$pE9E9!99AD$EDDD$,DʉL$(HD$(L|$,A9ILEDD|$D|$0D;8HD$0D|$D;8A9ȉAN9D$LA9HD$0Lt$0ADLfD$LT$HLsDADEADAۉ։H H5H=HD$0Lt$0ADʉLfD$HL$T$ LLH|$0D$ML$Ho$H|$0$HD$HdH3%(HX[]A\A]A^A_HD$0L|$0ADLfDD$H$Ht$LH|$0DL$ M苌$Lo$H|$0YH|$0D $LD$L$ Lo$H|$0&HD$0Lt$0ADLfDD$ L鋔$LLH|$0DL$I $HT$o$H|$0HH|$0HHH|$0HHH|$0HHH|$0HF+&&$AWAVAUATUSHHH|$D$HAHEML$dH%(HD$81~q QAA EIApE{ Aptw$ptuAȉADA9HD$ L|$ ALfEHDHL։끉DAHt$ L$D$LoD$H|$H|$ HD$8dH3%(HH[]A\A]A^A_HD$ L|$ ADLfD$LDHLHL$ L$AoDHD$H|$H|$ ^HH|$ HHH|$ H D,USHHHHHHt0Pp AHoHHH[]úUSHHHHot-V vApHHH[]ËVv AoHHUSHHHdH%(HD$81H\$ oHHHt$HHH\$H|$ H\$D$HD$8dH3%(uHH[]HH|$ H )>tAVAUATUSH0IIIԉdH%(HD$(1Hl$oHHHT$HHuHMt $AEMt D$A$H|$HD$(dH3%(u6H0[]A\A]A^Ht$oLHH|$H7JATUSH$dH%(H$1HFH9Gu5HHLd$oHLoHLZH\$0A}H HHH{ H5Ht$0H|$HH|$PHH|$D$fZ $ $HY$f.D$H|$H$dH3 %(u!H[]A\HH|$H$C[!USHHHHVv AoHHH[]SH HdH%(HD$1G9G tWHpHS sAHHoHHHD$dH3%(u H [HHH+D~wUSHHHv 9w uE9GtUAHoHHHH[]USHHHv 9w uE9GtUAHoHHHH[]AWAVAUATUSHHH$Ht$IL$dH%(HD$81oty_ H|$9)EA9D$:H|$A;D$ DD$HUu HD$ H|$ AH|$"_ H9uYAD$9EunH|$A9D$ u|D$HH|$D$}|$} tjD$H H5H=H H5H=H H5H=H YH5H=D$D$9D$yD$9E vŋt$EHHULEtEf.vTZfZL$ZW뵃D$ L$ HD$Hc@M4HD$Hc@M<9L$ t|$$~LLHD$(MdH8[]A\A]A^A_H@HHUSHHHD$ tkDC DKHHME~PAAH4E~"L$ _ HH9uHcCHHcEH A9uH[]H qH5H=HHHUSHHHD$ tkDC DKHHME~PAAH4E~"L$ ] HH9uHcCHHcEH A9uH[]H ~H5H=HHHAWAVAUATUSH(H<$Ht$t=H$P T$HL$L8HD$L(AAHHD$rH H5H=EHHL9tf.wXAH$Hc@MNumRows()M.NumRows() == NumCols() && M.NumCols() == NumRows()AWAVAUATUSHHD$IIԉ. zMuKotSDsE9t$ C A9D$A9G AT$Dk$puK$A(HLHC A;GAT$DkDs$H+M$$I~QMcIHcH HL$@L|D$YAH$LDLLd$HL9uH[]A\A]A^A_H HH5H=H JH5H=H LH5H=v.Dim() == this->NumCols()AWAVAUATUSHHD$IAH. AoDkE9l$ Ds E9t$D9m%AD$SAApuALM$L}E~lT$D$ AE~>LELDHcI4HcD$YAYXHDD9uσ\$Dd$ D9uH[]A\A]A^A_(HLHt!DmD;kuUAD$SDs A5H bH5H=H dH5H=H fH5H=AVAUATUSH0HIdH%(HD$(1E;E } :H$D$A|$ ;I$H$AD$D$ILl$EHHUHHD$ED$LLU 9H$D$A9\$ AD$HI $HH$AD$D$HD$D$9xH `H5H=H H5H=At$A9t$E I$H$D$HUHT$D$HH|$HD$(dH3%(u,H0[]A\A]A^H `H5H=AVAUATUSH0HIdH%(HD$(1E;E } :H$D$A|$ ;I$H$AD$D$ILl$EHHUHHD$ED$LLU 9H$D$A9\$ AD$HI $HH$AD$D$HD$D$9xH `H5H=H H5H=At$A9t$E I$H$D$HUHT$D$HH|$HD$(dH3%(u,H0[]A\A]A^H `H5H= ../base/io-funcs-inl.hWrite failure in WriteBasicType.SHHT$ dH%(H$1@tJHt$ HHH@D u?H$dH3%(H[Ët$ H5HH\$ A2H HHH{ H5Ht$ H|$HH|$@H,V 9W tËF9GUSHHHDC DKHHME~sAAH4f%f(E~5 f(f(f(fTfUfVHH9uЃHcCHHcEH A9uH[]H 7H5H=HHHAWAVAUATUSH(H<$Ht$H$P T$HL$L8HD$L(~lAAHHD$|$~*LLHD$N$(EHHL9uAH$Hc@M 0&&num_cols_ > 0USH8dH%(HD$(1w ~IHG~?HD$D$9OHl$HHHH H5H=HT$ L$~lHBIHT(T]_(HH9u. v6^D$ H|$D$ HD$(dH3%(u1H8[](%d$ HH|$HJ_IsSymmetric() && "SymPosSemiDefEig: expecting input to be symmetrical."rU->num_rows_ == D && rU->num_cols_ == D && rs->Dim() == DSymPosSemiDefEig seems to have failed positive semi definite. Continuing anyway. !<< *, maybe matrix was not AVAUATUSH0D$dH%(H$(1o;o ugIIHtl;k ;ku}A;l$uvHD$0Lt$0ALLHLL]H H5H=H H5H=H H5H=~xDEMHf HL9t\H;HL$0T$@HcDSHLL\fHcHYXDHL9u.vI$H|$PoHHD$D$At$H|$H|$LH|$HHt$H|$PHD$ H|$ Ht$PH|$ fɺoHD$pt$(H|$pAHt$ H|$pH|$pD$L$H|$poLf\$.E„u$$.E„H|$p(D$ ,$(YL$t$\(T.w .H$AH HH$&H5fZD$ H$H$H5fZD$H$H$H5fZ$H$H$H5H$+H5H$HHPH$H@@H$ HH@H$H$H$H9tHH@H$H$H$HHPH$HRH@HHH@H$ HH|$pH|$ H|$H|$PH|$0H$(dH3%(usH0[]A\A]A^HH$H|$pH|$ H|$H|$PH|$0HHHHHH:AC C  . 8   DMAVAUATUSHdH%(H$1HH@| HI&H5L{ ~mAL5H5L{~<DCHHcHHLLH9kAD9k H5LH$dH3%( H[]A\A]A^H\$0AeH HHH{ H5Ht$0H|$HH|$PHHl$HEHD$HjHHrHHHLkS LLS9St{ HcHYHcC HcHHH3LVH `H5H=HC 9~%HcSH9vÉCHH H4LI$H@A| uH|$HD$ H9mcH|$0A|H HH|$PH5Ht$0H|$HH|$PH|$HD$ H9tHH5L"[,AUATUSHHIIHdH%(H$1G9G |TH|$ oHH|$ HLLH|$ H$dH3%(H[]A\A]HpHHt&S sHD$ H|$ A HT$ HHDHLLMtLHtHt$ pHH|$ H?HH|$ HH|$@A0H H!HH|$ HHHH|$`H5DMA ~A M ~ H|$ AHHt$`H|$ H|$`H5HH|$`H|$`H5HH|$`Ht$@HHH|$`HH9.AT)}HHUSH8HdH%(HD$(1w9w Nw HD$D$Hl$HHHH|$D$H|$D$HD$(dH3%(uH8[]HH|$HAVUSH8dH%(HD$(1w ~IHG~?HD$D$9OHl$HHHH H5H=HT$ L$~pHBIHTf(~fT]_f(HH9uf. v7^D$H|$D$HD$(dH3%(u2H8[]f(%d$HH|$HJ_AVAUATUSH@D$dH%(H$81o;o ugIIHtl;k ;ku}A;l$uvHD$@Lt$@ALLHLL]H H5H=H H5H=H H5H=~zDEMHf HL9t^H;HL$@T$PHcDSHLL\fHcHYXDHL9uf.vI$HH|$`oHHD$ D$(At$H|$ H|$ LH|$ HHt$ H|$`HD$0H|$0Ht$`H|$0fɺoHDŽ$t$8H$AHt$0H$H$fZ\$LfZd$H$oLf\$.E„ud$.E„ H$fZ|$t$fZl$f(YL$D$\TZf.wfZf.H$AH HH$&H5fZD$H$H$H5H$D$H$H5H$D$H$H5H$+H5H$HHPH$H@@H$0HH@H$H$H$ H9tHH@H$H$H$HHPH$HRH@HHH@H$0HH$H|$0H|$ H|$`H|$@H$8dH3%(uvH@[]A\A]A^HH$H$H|$0H|$ H|$`H|$@HHHHHH:AC C  . A   AWAVAUATUSHHH4$IHHGH)HHt?L<L9H?I9III)Mt I9v L4$MI)AJ<HIt A$AL#MM)M9tLLHNt5HCHL)HL$L9tHH4$LLt$MtLH+LsJDHCH[]A\A]A^A_L4$MI)I?RHGH;GtHtHGHHHHAWAVAUATUSHHH4$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)IRHGH;GtHtHGHHHHMatrix::Read, size mismatch vs. ...: Expected token , got read it later, if needed., next char is : Expected "[", got EOF[][: Expected "[", got " vs. (processing row)vector::reserveinfinfinitynan File position at start is , currently ReadBasicType: encountered end of stream.ReadBasicType: did not get expected integer type, . You can change this code to successfullyRead failure in ReadBasicType, file position is Got EOF while reading matrix dataAfter end of matrix data, read error.Matrix has inconsistent #cols: Stream failure/EOF while reading matrix data.Reading infinite value into matrix.Reading NaN value into matrix.Expecting numeric matrix data, got Failed to read matrix from stream. UHAWAVAUATSH HHAdH%(HE1HHLI|$pHH@HHDžƅƅHDžHDžHDžHDžHLpLLxIFLHLHxLLAչHLHx t2HHH9X.u5HMAHH0AH HHPH5Hs HPHPH5sHPHPH5HPHPH5HPH0HHHPHHHoHHHPHH@@HHH@HHDžHDžHDžHDžHDžHDžI|$@HH@HDžID$`HHDžƅIt$I|$pMHHLIFLHH@HHHHE HCt?FHpHBHpHDžxƅH HDžHHHHt"Pp AHH HoHHLAWAw HDžHAHHALHoLHHpH5AątHxHHHWHHpHHGHHjHHH+HvHH50H=HHHH9^TH@H0HHPH9H0HHH@HHH8HH@@HpH0H@H9HH9HHpH8HxH@HHH0H@HDž8H0H0H@H9tHHH9tHH5bHpHxH@HHH8HtHu'@H8HxHpMH@HH5HH5HHxHpHAŃt!<HH4HPA?H HHpH5HPHHHpHpHH9+!HADH HHH5AHHH5HHH5HH5HHHH&HH@D u HHAVH HH0H5HH0HH0H5HH0HHHH0lAŃt<uxHHH0A?H HHPH5H0HHHPHADH HHH5AHHH5HHH5HH5HHHH/HH@D uCH9p u9HAHHAVH HHH5HHHHH5HHHHHH?HH9HtPHcHHx H YH5H=HхtHcHcHHHH0HHH@D HpHH9ZPHH@D ueAD9~HcHHD9` :HDFHHH4HHH@D tlHpHH9tH0AQH HHHFHHDžƅHHH@D u=HH5u>AH HH5 HH5AŅwHHHHWHHHHGHHjHHH+HvHH5HH=HHHH9tHHH9H@H0HHPH9H0HHH@HHH8HH@@HH0H@H9HH9HHH8HH@HHH0H@HDž8H0H0H@H9tHHH9tHH5bHpHxH@HHH8HtHu'@H8HHMH@HHHƅ"HH? HDžHDžHDž HH@H@HHHLxtE<]tY< 4<;,PЃ -{H;HH5HH< < HH@D LI|$I;<$HH; HtL&HHDžLHI9I)IDHHBH+HIHAADHyHH3H&H0A H HHP%H5H0HHPHPH@@HHH@HXHHH9tHH@HXL0I|$`HHPHPHRH@HPHH@HI$?HHaMXHtLAAH;E2HHHBH+HA9uA@AHH5HIǺH5HHJ HpH+0HLIǺH5HDLH5HLHJ AD9AIHJ HBH+HA9 E~FHHJ HHDAHHH HH9uHN4 M^I>HJ@HHH0H9p$HH; tHtHHHHIHH@H@HHH@LpL+0LHHH9wHLH=H HI<$HtHI$ID$IMt$DHHHH@D u4HHwH;wt;Ht HGHnHH5HLHDžƅHHLH5LtPH5Lt=H5LPHHHH1 HHH0A;H HHP#H5H0HHPHPH@@HHH@HXHHH9tHH@HXL0I|$`HHPHPHRH@HPHH@HI$HL9 H0A>H HHPH5H0HHPHPH@@HHH@HXHHH9tHH@HXL0I|$`HHPHPHRH@HPHH@HI$HvzH0HH0H0HL0HLH0IGH9tH0H@H9tH#H5HHHHHH9tHIHtH8HtLHH;tMA,LLHIHHH)HH9sN$MtI<$HtHtHHH9ndHHtHHH9tHHPHH@@HHH@HHHH9tHH@HHH{@HHPHHRH@HHH@HH{pHEdH3%(KHe[A\A]A^A_]HHH9\RHP$H5HHHDžƅHHNHH9-HpHWHpHjHHHHHpHH9HH9HHHxHHHHHpHHDžxHpHpHH9tHPHHHxHtHu'HxHH{HHPHGHPHjHHHHPH`H9HH9 HHHXHH`HHHPH`HDžXHPHPH`H9HXHtHu$`HXHHH`HHqHHHH9tHPHPH5HPHP H5HHPHH0HHHHH9i_HHHHHHHHHPHHHHPHHH9tHHPHH0H@H9tHHHH>HpH8HxH@HH@H0+HH8HH@HH@H0HHxHHHHHp HHXHH`HH`HP;>/>>@S> @ 8>   r/X/r/X@@@!+$?&+-@/?0@1?2@3?3@7@8=:>;==Y>>UHAWAVAUATSH HHAdH%(HE1HHLI|$pHH@HHDžƅƅHDžHDžHDžHDžHLpLLxIFLHLHxLLAչHLHx t2HHH9X.u5HIAHH0AH HHPH5Hs HPHPH5sHPHPH5HPHPH5HPH0HHHPHHHoHHHPHH@@HHH@HHDžHDžHDžHDžHDžHDžI|$@HH@HDžID$`HHDžƅIt$I|$pMHHLIFLHH@HHHHE HCt?DHpHBHpHDžxƅH HDžHHHHt"Pp AHH HoHHLAWAw HDžHAHHALHoLHHpH5AątHxHHHWHHpHHGHHjHHH+HvHH50H=HHHH9^TH@H0HHPH9H0HHH@HHH8HH@@HpH0H@H9HH9HHpH8HxH@HHH0H@HDž8H0H0H@H9tHHH9tHH5bHpHxH@HHH8HtHu'@H8HxHpMH@HH5HH5HHxHpHAŃt!<HH4HPA?H HHpH5HPHHHpHpHH9'HADH HHH5AHHH5HHH5HH5HHHH&HH@D u HHAVH HH0H5HH0HH0H5HH0HHHH0lAŃt<uxHHH0A?H HHPH5H0HHHPHADH HHH5AHHH5HHH5HH5HHHH/HH@D uCH9p u9HAHHAVH HHH5HHHHH5HHHHHH?HH9HtPHcHHx H YH5H=HхtHcHcHHHH0HHH@D HpHH9VLHH@D ueAD9~HcHHD9` :HDFHHH4HHH@D tlHpHH9tH0AQH HHHFHHDžƅHHH@D u=HH5u>AH HH5 HH5AŅwHHHHWHHHHGHHjHHH+HvHH5HH=HHHH9tHHH9H@H0HHPH9H0HHH@HHH8HH@@HH0H@H9HH9HHH8HH@HHH0H@HDž8H0H0H@H9tHHH9tHH5bHpHxH@HHH8HtHu'@H8HHMH@HHHƅ"HH; HDžHDžHDž HH@H@HHHLxtE<]tY< 4<;,PЃ -{H;HH5HH< < HH@D LI|$I;<$HH; HtL&HHDžLHI9I)IDHHBH+HIHAADHyHH3H&H0A H HHP%H5H0HHPHPH@@HHH@HXHHH9tHH@HXL0I|$`HHPHPHRH@HPHH@HI$?HHaMXHtLAAH7E.HHHBH+HA9uA@AHH5HIǺH5HHJ HpH+0HLIǺH5HDLH5HLHJ AD9=IHJ HBH+HA9 E~FHHJ HHDAHHH HH9uHN4 M^I>HJ@HHH0H9p$HH; tHtHHHHIHH@H@HHH@LpL+0LHH?H9wHLH=H HI<$HtHI$ID$IMt$DHHHH@D u4HHwH;wt;Ht HGHnHH5HLHDžƅHHLH5LtLH5Lt9H5LLDžHH1 HHH0A;H HHP#H5H0HHPHPH@@HHH@HXHHH9tHH@HXL0I|$`HHPHPHRH@HPHH@HI$HL9H0A>H HHPH5H0HHPHPH@@HHH@HXHHH9tHH@HXL0I|$`HHPHPHRH@HPHH@HI$HvzH0HH0H0HL0HLH0IGH9tH0H@H9tH#H5HHHHHH9tHIHtH8HtLHH;tMA,LLHIHHH)HH9sN$MtI<$HtHtHHH9rhHHtHHH9tHHPHH@@HHH@HHHH9tHH@HHH{@HHPHHRH@HHH@HH{pHEdH3%(KHe[A\A]A^A_]HHH9`VHP$H5HHHDžƅHHNHH9-HpHWHpHjHHHHHpHH9HH9HHHxHHHHHpHHDžxHpHpHH9tHPHHHxHtHu'HxHH{HHPHGHPHjHHHHPH`H9HH9 HHHXHH`HHHPH`HDžXHPHPH`H9HXHtHu$`HXHHH`HHqHHHH9tHPHPH5HPHP H5HHPHH0HHHHH9i_HHHHHHHHHPHH HHPHHH9tHHPHH0H@H9tHHHH>HpH8HxH@HH@H0/HH8HH@HH@H0HHxHHHHHp HHXHH`HH`HP;>/>>@S> @ 8>   r/X/r/X@@@!+$?&+-@/?0@1?2@3?3@7@8=:>;==Y>>MatrixBase::Read, size mismatch MatrixBase::Read, size mismatch x versus AUATUSHHIdH%(H$1_Ww HD$Ll$AL@չLLHCH9D$uHt$oHH|$0AH HH|$PH5s H|$PH|$PH5sH|$PH|$PH5H|$Pt$H|$PH5H|$Pt$Ht$0H|$HH|$PH|$HH|$H$dH3%(?H[]A\A]Ll$L@չLLD$9C u D$9CuHt$oHH|$0AH HH|$PH5s H|$PH|$PH5sH|$PH|$PH5H|$Pt$H|$PH5H|$Pt$Ht$0H|$HH|$PH|$HH|$HH*RfR}Q}AUATUSHHIdH%(H$1_Ww HD$Ll$AL@չLLHCH9D$uHt$oHH|$0AH HH|$PH5s H|$PH|$PH5sH|$PH|$PH5H|$Pt$H|$PH5H|$Pt$Ht$0H|$HH|$PH|$HH|$H$dH3%(?H[]A\A]Ll$L@չLLD$9C u D$9CuHt$oHH|$0AH HH|$PH5s H|$PH|$PH5sH|$PH|$PH5H|$Pt$H|$PH5H|$Pt$Ht$0H|$HH|$PH|$HH|$HH*RfR}Q}.w^.wB9F|Q..w A9F.w.A9BGQWA.w8.wA9B|+.w?.wA9F|2GVWF GJOBGQWAGVWF GJOBOPPHHG.w.w9OHH9AUATUSHIH_H9HIHH)HHEOHL)HHH~HGWW HHA $AL$HH9t2H A$.w.w AD$9C|HjHH[]A\A]f.wcf.wB9F|Uf.f.w A9Ff.wf.A9BGQWAf.w;f.wA9B|-f.w@f.wA9F|2GVWF GJOBGQWAGVWF GJOBOPPHHGf.wf.w9OHH9AUATUSHIH_H9HIH H)HHIwHCHL)HHH~H@HHHHA $At$HH9t4H A$f.wf.w AD$9C|HjHH[]A\A]USILBLH?LHH9HI%LMOAAESEPIH9}7MBOICIIMA.w.w[A;XINuLBLH?LHH9t&L$fnL$H HPII?IIH9RgHTLHAE@D@HIRPIPHH?HHHLL9}IK.w.w;JHH[]HCL$fnL$H HAWAVAUATUSHH|$IHH<$H)HIHHt LQMH+D$H~BHHHII?LHIJ HjHLHHMtILHt$H)H~DIl$H)H ++CD+HHHjHHHHmH[]A\A]A^A_HH.w.wx9{|I9sBA$AD$JAL$BHIU .w.wC9E|HBHjLLLHH+l$HH`MMIH+$HHH?HHHINHjLHLHLbU == NULL || U->NumCols() == num_singvalVt == NULL || Vt->NumRows() == num_singvalAWAVAUATUSHhIHIՈ $dH%(HD$X1DwHtD9vuCMtE9u uWMcMHI9w[JHD$HHH  H5H=H  H5H=HD$HHD$E~|I7ANH(4HItHt@WDTHH9t#<$tTWHD$Ht$H9II)LHHH?H?H)HHjHt$HHI~\LHjLHHHt$L9tMHH)HHHH$HjLIHL9$$uHjHt$HHHD$D$AwH|$H|$LE~1AFH4HcLEHT$IHH9uHt}H|$@oH|$LE~XEFIt~:HcD$PHHLL$@ACHHL A9uHL9uH|$@M1H|$@oLE A} t6AEIUHT$ D$(E;D$LsgLe HL$0H $L|$ H H5H=HH|$@H|$HtHHH H5H=D9t]A9] vAUAEHIMHHD$ T$(A$I9D$LvD$PHHT$@HHD$0D$HD$8H4$LH|$@H|$HtHHD$XdH3%(uHh[]A\A]A^A_HH'oPhUSILBLH?LHH91II.HIIMIMA AEREPIL9}?MPK,HEHHLIMA f.wf.w[A;ZHNuLBLH?LHH9tHPII?IIH9[xLDLHHHH RPLHLRPIPHH?HHHLL9}"ILHL f.wf.w;JHHO[]H=HAWAVAUATUSHH|$IIHH<$H)HHMt L{MHHt$H)H~THHHHH?HHIHL,IMAEHjHLHIHMtILHt$H)H~RIl$H)H+HL++ST+H$$HHHjHHHHmH[]A\A]A^A_HHf.wf.wx9{|I9sDA$AD$JAL$BHIU f.wf.wC9E|HBHjLLLHH+l$HH\MMIH+$HHHH?HHHHINHjLHLHLZAWAVAUATUSHhIHIԈ $dH%(HD$X1DwHtD9vuCMtE9t$ uVIcHHH9wZHHHD$HIH  H5H=H  H5H=HD$LHD$EI?LAvH~~f(7HHtHtH@fWJHHH9t&ǀ<$tfTfWHD$AHt$L9HL)HHHH?H?H)HHjHt$LHH~\IHjHLHHt$H9tMIH)HHHH$HjHHHH9,$uHjHt$LHHD$D$AwH|$H|$LE~1AFH4IcLEHT$IHH9uHH|$@oH|$LE~_MEENIA0~:HcD$PHHLT$@A‰CHHLAƒ9uHIL9uH|$@M6H|$@oLEA|$ t8AD$I$HT$ D$(AE;D$LsgImH|$0H<$L|$ H H5H=HH|$@H|$MtLHH H5H=D9t_A9\$ vAT$AD$HI $HHD$ T$(EH9D$LvD$PHHT$@HHD$0D$HD$8H4$LH|$@H|$MtLHD$XdH3%(uHh[]A\A]A^A_HH'oP   jSubMatrixSubMatrixSubMatrixSubMatrixLapackGesvdWriteReadOrthogonalizeRowsCopyUpperToLowerCopyLowerToUpperAddSpSpAddSmatMatAddMatSmatSetMatMatDivMatAddMatMatAddMatMatElementsAddMatDiagVecAddDiagVecMatSymAddMat2AddMatSmatAddSmatMatAddSmatAddMatSymPosSemiDefEigDiffTanhDiffSigmoidTanhGroupMaxDerivGroupMaxGroupPnormDerivSubVectorGroupPnormSoftHingeExpLimitedExpSpecialCeilingFloorPowAbsLogPowExpHeavisideSigmoidEqualApproxEqualCondTestUninitializedSvdDestructiveSvdPowerAddToRowsAddRowsAddColsCopyRowsCopyColsTransposeInvertMulRowsGroupMatMulRowsVecMulColsVecMinMaxDivElementsMulElementsMinMaxTraceRowRowCopyDiagFromVecCopyRowFromVecCopyColFromVecCopyColsFromVecCopyRowsFromVecRowDataRowDataLapackGesvdWriteBasicTypeWriteReadOrthogonalizeRowsCopyUpperToLowerCopyLowerToUpperAddSpSpAddSmatMatAddMatSmatSetMatMatDivMatAddMatMatAddMatMatElementsAddMatDiagVecAddDiagVecMatSymAddMat2AddMatSmatAddSmatMatAddSmatAddMatSymPosSemiDefEigDiffTanhDiffSigmoidTanhGroupMaxDerivGroupMaxGroupPnormDerivSubVectorGroupPnormSoftHingeExpLimitedExpSpecialCeilingFloorPowAbsLogPowExpHeavisideSigmoidEqualApproxEqualCondTestUninitializedSvdDestructiveSvdPowerAddToRowsAddRowsAddColsCopyRowsCopyColsTransposeInvertMulRowsGroupMatMulRowsVecMulColsVecMinMaxDivElementsMulElementsMinMaxTraceRowRowCopyDiagFromVecCopyRowFromVecCopyColFromVecCopyColsFromVecCopyRowsFromVecRowDataRowDataInitRemoveRowReadInitRemoveRowReadBasicTypeReadAddVecToColsAddVecToColsAddVecToColsAddVecToColsAddVecToRowsAddVecToRowsAddVecToRowsAddVecToRowsTraceMatMatTraceMatMatCreateEigenvalueMatrixCreateEigenvalueMatrixSortSvdSortSvdTraceMatMatMatMatTraceMatMatMatMatTraceMatMatMatTraceMatMatMatWriteSphinxWriteSphinxWriteHtkWriteHtkReadHtkReadHtkCopyRowsFromVecCopyRowsFromVecCopyFromTpCopyFromTpCopyFromTpCopyFromTpoperator()CopyFromSpoperator()CopyFromSpCopyFromSpCopyFromSpCopyFromMatCopyFromMatCopyFromMatCopyFromMatAddSpAddSpAddSpAddSpAddVecVecAddVecVecAddVecVecAddVecVecGetImagEigenvaluesGetRealEigenvaluesGetVEigenvalueDecompositionGetImagEigenvaluesGetRealEigenvaluesGetVEigenvalueDecompositionN5kaldi15KaldiFatalErrorEv?4?@??o:Px 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@mW`42bOP2gb tb@XW9e.he@ؐW"-h.M[hߒki6oij@XW'^jxk8k@pW+slX/m*@`W.2o[o~@W1_yt+taIvD@x`W5ؘxӘ@ؙW7$|+||@hW:| @HW>((@ȝ`W@P@)<6ЉHsC@(e WETs 5g0 .bb@&p WHw^0r@`2%WJ@2pWL@4%WN0|r%@5WQ0%,%%K@05P.WUqX `515kaldi-vector.o/ 0 0 0 644 1523368 ` ELF>@@     !"#$%'(*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNORSTUWXYZ[\]^_`abcdfghijklmnopqrtuvwyz{|}~      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{~HH;~u H9t:AHH6HH MH5H=H NH5H=HH;~u H9t:AHH6HH VH5H=H WH5H=HHHH0HHHHH0HHG;FuHH6HH qH5H=HG;FuHH6HH vH5H=SF9GuHHHH3{HHH[H H5H=SF9GuHHHH3{HHH[H H5H=HH=HH5H=HHHkaldi::KaldiFatalErrorHHHH@HHSHHH@HH[USH8HdH%(HD$(1HHHHs(HHHH@HEH<$HD$H9tHH5HHH<$HD$H9tHHH5@}x+adim == b.Dim()kaldi-vector.ccHG;FuAHH7HH (H5H=HG;FuAHH7HH (H5H=adim == rb.Dim()G;FuEHH6~^PHffZYZXfZHH9u(HH 7H5H=fӋG;Fu7HH6~PPHffZ Y XHH9uHH 7H5H=fdim_ == v.dim_&v != thisdim_ == src.dim_dim_ == other.Dim()G;Fu+LH~HcfZA9GHH H5H=H(dH%(HD$1HH$VBЉD$HHD$dH3%(uH(G;Fu+LH~HcfZAЃ9GHH H5H=H(dH%(HD$1HH$VBЉD$HHD$dH3%(uH(dim_ == mat.NumCols() * mat.NumRows()static_cast(i) < static_cast(num_rows_)../matrix/kaldi-matrix.hSDVD^ DA9Gu#HEIcHAAzH%H kH5H=D9N vFHDFHLE~LfZHH9uHAE9u[H `H5H=SDVD^ DA9Gu#HEIcHAAzH%H kH5H=D9N vFHDFHLE~LfZHH9uHAE9u[H `H5H=row < mat.NumRows()dim_ == mat.NumCols()HN 9}IG;Fu`9v{LVHcH~&HcH7MfAZ9GHH H5H=H H5H=H `H5H=HN 9}IG;Fu`9v{LVHcH~&HcH7MfAZփ9GHH H5H=H H5H=H `H5H=row < sp.NumRows()dim_ == sp.NumCols()HF99GB‰HHH DJINH7fZAHL9uJ 9W~"HcHfZ  HcH 9WHH H5H=H H5H=HF99GB‰HHH HDRNLLfZA0HHL9uJL9W~"HcHfZHcH 9WHH H5H=H H5H=HF9}x9GB‰HHH BLH7HL9uH9W~HcH7HL9WHH H5H=H H5H=HF9}x9GB‰HHH BLH7HL9uH9W~HcH7ƃHL9WHH H5H=H H5H=col < mat.NumCols()dim_ == mat.NumRows()H;V}AG;F uX~0Hc҉FHHLALcHB9OHH H5H=H H5H=H;V}EG;F u\~4HcLcLFHHLfAZC9OHH H5H=H H5H=H;V}EG;F u\~4HcLcLFHHLfAZCȃ9OHH H5H=H H5H=H;V}AG;F uX~0Hc҉FHHLALcHB9OHH H5H=H H5H=dim_ == v.Dim()G;Fu9H6~0HcHHfZYfZ 9GHH H5H=G;Fu1H6~(HcHHfZY9GHH H5H=G;Fu9H6~0HcHHfZ^fZ 9GHH H5H=G;Fu5H6~,HcHHfZ ^9GHH H5H=G;FuWHH.ztipHZf(Y fZXfZHH9uHH H5H=~0pHfZXfZ$HH9uËG;FuDHHf.ztU~}pHfZ YX  HH9uHH H5H=~(pHfZXHH9uG;Fu_HH.ztqpHZf(YYfZXfZHH9uHH !H5H=~8pHfZ YXfZ$HH9uËG;FuPHHf.ztapHfZf(YYX  HH9uHH !H5H=~,pHYZXHH9uHGHHHHGVWFi < this->dim_ && "Access out of vector"G9~)9~HHcDG9GHH H5H=dim >= 0USHdH%(HD$1x2HuHGHHD$dH3%(H[]H H5H=HcHuH$Ht HE]뙿HHRHHH5HSHH?HtHC[HHHGHHHHGVWFG9~)9~HHcDG9GHH H5H=USHdH%(HD$1x2HuHGHHD$dH3%(H[]H H5H=HcHuH$Ht HE]뙿HHRHHH5HSHH?HtHC[HHHHcWHH?HATUSH HAdH%(HD$1t)H;9kEHH?9wH$D$HC9}CHHH3H<$C)HcHHH $H<HHHcHH3H<$H2A+Hx8uSCHEHD$dH3%(H []A\H H5H=HcHuH$HtHk돿HHRHHH5HH]HHHDBHHGHËGf҅~=HT@H T_HH9u.~HcH9GAUATUSH(IdH%(HD$1H|$Al$D)ЃLl$I$HcHH4H|L9|A9l$HcI$HH|$f*X^ZYQT$ f.wpH|$f*X^ZZYZYD$ HD$dH3%(u"H([]A\A]Ã4AUATUSHHdH%(HD$1H|$}~KLl$HcHEL$Lf*X^fZA $9]HD$dH3%(u H[]A\A]GËGHHHcHHcHHstatic_cast(origin)+ static_cast(length) <= static_cast(t.Dim())../matrix/kaldi-vector.hHG ;FwHcHHHOHHH H5H=HG ;FwHcHHHOHHH H5H=Dim() == v.Dim()HV;WuH?H6H9t HcHHH H5H=H(dH%(HD$1HH$VBЉD$HHD$dH3%(uH(USHHHHGvHHH[]USHHHHGvHHH[]USHHHvHHHH[]USHHHvHHHH[]D$Ht~vL$AC~fLD$HcHH.IGH 9WLA9G~&HcLA.vLA AAD D$Ht~}L$AJ~m(LD$HcHH.IGH9WLA9G~&HcLA.vLA AAD Trying to take log of a negative number.ATUSHdH%(H$1IH/Ef.w2EA9\$~xHcI$H,Ef.vH\$A H HHH{ (H5Ht$H|$HH|$0HH$dH3%(u Hİ[]A\AUATUSHG;FuAHI~,HcHUL$IUA$9]H[]A\A]H H5H=~5ATUSIHcI$H,EEA9\$[]A\~* HcHHT9GHHHHHHHHfloor_vec.Dim() == dim_G;Fu~\+HH NH5H=9O~#HcLMLAA.vAøHHHCould not raise element to power : returned value = AVAUATUSHHD$dH%(H$1.z~u|-f((HcHH T(Y9C(@tHcH  T((UVd$.%zsuq{f(&HcHH YY9C(@tHcH  TUV|$.={AW-l$McHBTQt$f.wVHD$YD$BAD9c*%d$@tIcHf.4w-l$f.D$l{APTZfZL$ZS YHB.wdAD9kMcN4HBf.zufHBLH @tf.w Hl$0AH HHH} H5H|$PDH|$PH5fZD$H|$PH|$PH5HfBZ0H|$PHt$0H|$/HH|$PH{kAy5t$fZL$L$McN4HBTZHYD$fZB. GLEMd!DnD9itH oH5H=Dv D9wuH9t/L'HHD~H.. z5u3EAELl^H pH5H=L(DYD$ALDHDHHL9tmf.ztźHt$(DHcI4YD$AHL$DHDL9tf.ztH[]A\A]A^A_M.NumRows() == v.dim_ && dim_ == v.dim_HB;Fu0;Gu+H9tEj7ALH¾zeHH H5H=H H5H=H~#  9G~HcH.zuËG;Fu.~(HcHHLAY9GHH H5H=G;Fu.~(HcHHLA^9GHH H5H=~"HcHH(X  9Gv.data_ != this->data_ && r.data_ != this->data_dim_ == v.dim_ && dim_ == r.dim_HLHI9tDL L9t(r) < static_cast(num_rows_) && static_cast(c) < static_cast(num_rows_) && c <= rHWF9upLtBAHHLHA9O~OLcHN 9NwH wH5H=H H5H=HHHHHH____(‰p97HH  \ T d .w.w.w.v9}(HcH )HHD _(HH9uATUSHID$ A|$~ufl$HcI$H,E\D$ EXD$D$A9\$^D$LD$XD$ H[]A\ft$USHHD$ }~wfl$HcHEH\D$ XD$D$9]D$D$WHd$ Xd$(H[]ft$Empty vectorSHdH%(H$1DWEtHAH\$AJH HHH{ H5Ht$H|$HH|$0H.wD(A(..vDB(.vDB(ĉЍPA9|9LcJ<B T9\9d9 .w.wU.w.vA9~%HcH .DG_(HA9uDH$dH3%(uHİ[.DDB(G`pH]]]](‰p97HH  \ T d .w.w.w.v9}(HcH )HHD ](HH9up >= 0.0tmp != HUGE_VALmax_abs > 0ATUSH0D$ dH%(HD$(1.rAHl$ .-zu}W~jHRHTfT$f(8H H5H=\$X\$HH9ti.z.tf\$Q|$ .=zquoS~\HRHTf|$ TXD$D$HH9uD$HD$(dH3%(H0[]A\ft$T$ .zRuPSHRHTfYXHH9uQ\$f.zpt$ .5vTS~>HRHTft$ T_D$D$HH9uft$ {ft$AHcHTZfZL$ Z.DGXD$D$9k ^L$ ZZfZT$.+EbHD$HW(_\$\$.vIHD$D$sHl$HHH^D$HH H5H=H|$D$ YD$D$H|$ft$HH|$H ^L$ ZffZ|$.=@H H5H=ZApproxEqual: size mismatch vs. tol >= 0.0ATUSHHHD$dH%(H$1w;uT$.L$. HHU.FH4H9cH.Dzt&Ld$ A&H HLI|$ H5sH|$@H|$@H5uH|$@Ht$ H|$HH|$@HH (H5H=HD$D$Ld$LHLHLH|$D$ HYD$.D$ H|$H$dH3<%(u6H[]A\ûػѻHH|$H?R-SHdH%(H$1DWEtHAH\$ArH HHH{ H5Ht$H|$HH|$0H.wD(A(..vDB(.vDB(ĉЍPA9|9LcJ<B T9\9d9 .w.wU.w.vA9~%HcH .DG](HA9uDH$dH3%(uHİ[.DDB(G`pHHdH%(HT$1D$?HL$AH0HD$dH3%(uHthis->Min() >= 0.0 && sum > 0.0SH HdH%(HD$1H|$HD$ H.rqT$ .vbH|$f*X ^ ZYL$ HK~KfX.wWH9t.XH.v"H BH5H=AHt$dH34%(u H [øUSHHfl$!XD$D$9]~.HcHUfZ Yf.wf.vf.zufZD$H[]XD$D$f|$AWAVAUATUSH8D$L$ dH%(HD$(1DoD;nuxHHDf A@DvL?LD$ DHEMcIALHD$DLA9uH H5H=HD$D$Ll$DLLHL$L$ pHD$HH|$HD$(dH3%(u$H8[]A\A]A^A_HH|$H`&dim_ == M.NumRows()ATUSH0D$L$ dH%(HD$(1WF 9u1HHv@DNI(H H5H=9{ LSHcH IKTHffZXHH9uHcHEHL$ YZfZT$YXfZ 9}sHD$(dH3%(H0[]A\H `H5H=fxHD$D$Ld$LLHL$L$ oHD$HH|$XHH|$Hy&this->dim_ == M.NumRows()this->dim_ == M.NumCols()AVAUATUSHD$L$ ottG;FDn DfHH.~I@LtT$ YT$EHDHDYD$XD$HHI9uH[]A\A]A^ËG;F uhDnDfHH.~McI@Ltd$ Y#d$AHHDYD$XD$LHL9uH H5H=H H5H=M_col_dim == N_row_dimAWAVAUATUSH(D$L$ DOpDnApA A9FD$pDqApHH.L!E~jHHHD$HcHHD$AAL|T$ Y$ELT$HDYD$X$Hl$Ld$HL9uH([]A\A]A^A_Dn 3A8H /H5H=D$(DA-USHH$D$ (X\$<$.=v(\(_D$}~Ff,$9]~7HcHU.D$r\D$ ZX$$f4$$fZL$ XZH[]HGdim_ == szHG9uH?HcHHH H5H=HHcWHH?HATUSH HAdH%(HD$1t)H;9kEHH?9wH$D$HC9}CHHH3H<$C)HcHHH $H<HHHcHH3H<$H2A+Hx8uSCHEHD$dH3%(H []A\H H5H=HcHuH$HtHk돿HHRHHH5HH]HHHDBHHGHËGf҅~?HfT@H~ fT_HH9uf.Ã~HcHʃ9GAUATUSH(IdH%(HD$1H|$Al$D)ЃLl$I$HcHH4H|L9|A9l$H|$f*X^ZYQT$ f.w|H|$f*X^ZZYZHcI$YD$ ZHD$dH3%(u%H([]A\A]Ã3zATUSHHdH%(HD$1H|$}~FLd$LHcHUf*X^ZZʃ9]HD$dH3%(u H[]A\GËGHHHcHHcHHHG ;FwHcHHHOHHH H5H=HG ;FwHcHHHOHHH H5H=HV;WuH?H6H9t HcHHH H5H=H(dH%(HD$1HH$VBЉD$HHD$dH3%(uH(USHHHHGvHHH[]USHHHHGvHHH[]USHHHvHHHH[]USHHHvHHHH[]D$Ht~xL$AD~hLD$HcHHf.IGH ȃ9WLAȃ9G~'HcLAf.vLA AAD D$HtL$AL~pf(LD$HcHHf.IGHȃ9WLAȃ9G~'HcLAf.vLA AAD ATUSHdH%(H$1IH/Eff.w3EA9\$~yHcI$H,Eff.vH\$A H HHH{ (H5Ht$H|$HH|$0HH$dH3%(u Hİ[]A\AUATUSHG;FuAHI~,HcHUL$IUA$9]H[]A\A]H H5H=~5ATUSIHcI$H,EEA9\$[]A\~+~ HcHHfT9GHHHHHHHHËG;Fu~]+HH NH5H=9O~$HcLMLAfA.vAøHHHAVAUATUSHHD$dH%(H$1f.-ff(~*HcHH fTf(Y9Cf(@tHcH  fTf(f(fUfV\$f.zxuv{ff(&HcHH YY9Cf(@tHcH  fTfUfV|$f.={aAW=<$McHBfTQ|$ff.wTHD$Y$BAD9c-,$@tIcHff.f. JLEMd#DnD9itH oH5H=Dv D9wuH9t0L'HHD~H.f. z5u3EAELl^H pH5H=Lf(DY$ALDHDHHL9toff.ztźHt$f(DHcI4Y$AHL$DHDL9tff.ztH[]A\A]A^A_HB;Fu0;Gu+H9tEj7ALH¾zeHH H5H=H H5H=H~$  9G~HcHf.zuG;Fu.~(HcHHLAY9GHH H5H=G;Fu.~(HcHHLA^9GHH H5H=~#HcHHf(X  9GHLHI9tDL L9tL-HcI$fZHLHA;\$|κH5HHEH@| u%H$dH3%(Hĸ[]A\A]H\$AH HHH{ H5Ht$H|$HH|$0HHH|$HD$ H9tH0^r$AWAVAUATUSHHH4$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?RHGH;GtHtHGHHHHAWAVAUATUSHHH4$IHHGH)HHt?L<L9HI9III)Mt I9v L4$MI)AJ<HIt A$AL#MM)M9tLLHNt5HCHL)HL$L9tHH4$LLt$MtLH+LsJDHCH[]A\A]A^A_L4$MI)IRHGH;GtHtHGHHHHVector::Read, adding but dimensions mismatch ReadBasicType: encountered end of stream.ReadBasicType: did not get expected integer type, . You can change this code to successfullyRead failure in ReadBasicType, file position is Error reading vector data (binary mode); truncated stream? (size = EOF while trying to read vector.Expected whitespace after number.After end of vector data, read error.EOF while reading vector data.Newline found while reading vector (maybe it's a matrix?)Reading infinite value into vector.Reading NaN value into vector.Expecting numeric vector data, got Failed to read vector from stream. basic_string::append...: Expected token , got read it later, if needed., next char is )[][Expected "[" but got Failed to read number.infinfinitynan File position at start is , currently UHAWAVAUATSHIHAdH%(HE1HpHHxpHH@HHDžƅƅHDžHDžHDžHDžHLpLpLxIFLpHpHHx8wHDžDžLLAԹHLA}t(AE9u1HLLH0ARH HHPH5AuHPHPH5HPH0HHHPHHHC HHPHpH@@HHH@HxHDžHDžHDžHDžHDžHDžHpHHy@HH@HxDžHHA`HHDžƅHqHypMHHxLpIFLpHH@HHHHHHEWHFt3HPHBHPHDžXƅ`H|AuHDžDžHHHA9ut LHLH HPH5tHXHHHWHHPHHGHHjHHH+HvHH50H=HHHH9^TH@H0HHPH9H0HHH@HHH8HH@@HPH0H@H9H`H9]H`HPH8HXH@H`HMH0H@HDž8H0H0H@H9tHHH9tHpH5bHpHxH@HHH8HtHu'@H8HXHPMH@HpH5HpH5HpHXHPHAƃt!<HH4H0A?H HHPH5H0HHHPHPH`H9HADH HHH5AHHH5HHH5HH5HHHH&HH@D u0A;uHcHIuHHAVH HHH5HHHHH5HHHHHHIL.HH@D u!HPH`H9HpCH5HpH5HHPH`H9tH0AH H HHFHHDžƅHHH@D u.HH5u/LHpH5_ HH5\HHHHWHHHHGHHjHHH+HvHH5HH=HHHH9tHHH9-#H@H0HHPH9H0HHH@HHH8HH@@HH0H@H9HH9eHHH8HH@HHUH0H@HDž8H0H0H@H9tHHH9tHpH5bHpHxH@HHH8HtHu'@H8HHMH@HpHHHDžHDžHDž L=H0HLp [PЃ vO-tJ  ]  HHHHHH@D u HHpH5u H]u.HH; t6Ht HHpH5HHOHBHHH+HLHH9t1IEHHHH)HH9rH<  < HH@D HHtHHH9tHHPHpH@@HHH@HxHHH9tHH@HxHpH{@HHPHpHRH@HpHH@HH{pHEdH3%(P He[A\A]A^A_]HHHH0AH HHP%H5H0HHPHPH@@HHH@HXHHH9tHH@HXH0H{`HHPHPHRH@HPHH@HHHpH5HpH5LH5LtRH5Lt?H5L4 HHLHHAH HLL#H5LLHHPHPH@@HHH@HXHI$H9tHH@HXLI|$`HHPHPHRH@HPHH@HI$HAH HLLH5LLHHPHPH@@HHH@HXHI$H9tHH@HXLI|$`HHPHPHRH@HPHH@HI$HHHHWHHHGIHjLHHH+HvHH50H=HHHH9|rH@H0HHPH9H0HHH@HHH8HH@@HH0H@H9HH9HHH8HH@HHH0H@HDž8H0H0H@H9tHHH9tHp#H5bHpHxH@HHH8HtHu'@H8HHMH@HpHHHHtHHH9HP$H5HHHDžƅHHNHH9-HPHWHPHjHHHHHPH`H9HH9HHHXHH`HHHPH`HDžXHPHPH`H9tHPHHHXHtHu'`HXHH{H`H0HGH0HjHHHH0H@H9HH9HHH8HH@HHH0H@HDž8H0H0H@H9H8HtHu$@H8HHH@HHqHHHH9tHPHPH5HPHP H5HHPHH0HHHHH9i_HHHHpHHHHPHHwHHPHHPHHHHH|HPH8HXH@H`H@H0HH8HH@HH@H0HH8HH@HH@H0LHHXHH`HH`HPHH8HH@HH@H0 n2M"323-22  22r/2X{233332!3# 2$23% 3'3'')3+3,0-1.01Y12UHAWAVAUATSHIHAdH%(HE1HpHHxpHH@HHDžƅƅHDžHDžHDžHDžHLpLpLxIFLpHpHHx8wHDžDžLLAԹHLA}t(AE9u1HLLH0ARH HHPH5AuHPHPH5HPH0H HHPHHHC HHPHpH@@HHH@HxHDžHDžHDžHDžHDžHDžHpHHy@HH@HxDžHHA`HHDžƅHqHypMHHxLpIFLpHH@HHHHHHEWHDt3HPHBHPHDžXƅ`H|AuHDžDžHHHA9ut LHLH HPH5tHXHHHWHHPHHGHHjHHH+HvHH50H=HHHH9^TH@H0HHPH9H0HHH@HHH8HH@@HPH0H@H9H`H9]H`HPH8HXH@H`HMH0H@HDž8H0H0H@H9tHHH9tHpH5bHpHxH@HHH8HtHu'@H8HXHPMH@HpH5HpH5HpHXHPHAƃt!<HH4H0A?H HHPH5H0HHHPHPH`H9HADH HHH5AHHH5HHH5HH5HHHH&HH@D u0A;uHcHIuHHAVH HHH5HHHHH5HHHH HHIL.HH@D u!HPH`H9HpCH5HpH5HHPH`H9tH0AH H HHFHHDžƅHHH@D u.HH5u/LHpH5_ HH5\HHHHWHHHHGHHjHHH+HvHH5HH=HHHH9tHHH9-#H@H0HHPH9H0HHH@HHH8HH@@HH0H@H9HH9eHHH8HH@HHUH0H@HDž8H0H0H@H9tHHH9tHpH5bHpHxH@HHH8HtHu'@H8HHMH@HpHHHDžHDžHDž D=H0HLp [PЃ vO-tJ  ]  HHH HHH@D u HHpH5u H]u.HH; t6Ht  HHpH5H HOHBHHH+HLHH9t1IEHHHH)HH9rH<  < HH@D HHtHHH9tHHPHpH@@HHH@HxHHH9tHH@HxHpH{@HHPHpHRH@HpHH@HH{pHEdH3%(P He[A\A]A^A_]HHHH0AH HHP%H5H0HHPHPH@@HHH@HXHHH9tHH@HXH0H{`HHPHPHRH@HPHH@HHHpH5HpH5LH5LtRH5Lt?H5L4  H HD H HAH HLL#H5LLHHPHPH@@HHH@HXHI$H9tHH@HXLI|$`HHPHPHRH@HPHH@HI$HAH HLLH5LLHHPHPH@@HHH@HXHI$H9tHH@HXLI|$`HHPHPHRH@HPHH@HI$HHHHWHHHGIHjLHHH+HvHH50H=HHHH9|rH@H0HHPH9H0HHH@HHH8HH@@HH0H@H9HH9HHH8HH@HHH0H@HDž8H0H0H@H9tHHH9tHp#H5bHpHxH@HHH8HtHu'@H8HHMH@HpHHHHtHHH9HP$H5HHHDžƅHHNHH9-HPHWHPHjHHHHHPH`H9HH9HHHXHH`HHHPH`HDžXHPHPH`H9tHPHHHXHtHu'`HXHH{H`H0HGH0HjHHHH0H@H9HH9HHH8HH@HHH0H@HDž8H0H0H@H9H8HtHu$@H8HHH@HHqHHHH9tHPHPH5HPHP H5HHPHH0HHHHH9i_HHHHpHHHHPHHwHHPHHPHHHHH|HPH8HXH@H`H@H0HH8HH@HH@H0HH8HH@HH@H0LHHXHH`HH`HPHH8HH@HH@H0 n2M"323-22  22r/2X{233332!3# 2$23% 3'3'')3+3,0-1.01Y12VectorBase::Read, size mismatch VectorBase::Read, size mismatch AUATUSHHIdH%(H$1wHD$D$Ll$LӹLLD$9EuHt$HH|$ A:H HH|$@H5uH|$@H|$@H5H|$@t$Ht$ H|$HH|$@H|$HH|$H$dH3%(H[]A\A]HD$D$H|$D$9EuHt$HH|$ AEH HH|$@H5uH|$@H|$@H5H|$@t$Ht$ H|$HH|$@H|$HH|$HH%QdK@C@AUATUSHHIdH%(H$1wHD$D$Ll$LӹLLD$9EuHt$HH|$ A:H HH|$@H5uH|$@H|$@H5H|$@t$Ht$ H|$HH|$@H|$HH|$H$dH3%(H[]A\A]HD$D$H|$D$9EuHt$HH|$ AEH HH|$@H5uH|$@H|$@H5H|$@t$Ht$ H|$HH|$@H|$HH|$HH%QdK@C@CopyFromPtrWriteReadAddDiagMatMatAddDiagMat2AddColSumMatAddRowSumMatMinMaxoperator()CopyDiagFromPackedCopyDiagFromMatCopyRowFromMatCopyColsFromMatCopyRowsFromMatSolveMulTpAddVecDivVecAddVecVecDivElementsMulElementsAddTpVecAddSpVecAddMatSvecAddMatVecAddVec2ApproxEqualNormApplyPowAbsApplyFloorApplyLogAndCopyApplyLogCopyFromVecSubVectorRandCategoricalCopyFromPtrWriteBasicTypeWriteReadAddDiagMatMatAddDiagMat2AddColSumMatAddRowSumMatMinMaxoperator()CopyDiagFromPackedCopyDiagFromMatCopyRowFromMatCopyColsFromMatCopyRowsFromMatSolveMulTpAddVecDivVecAddVecVecDivElementsMulElementsAddTpVecAddSpVecAddMatSvecAddMatVecAddVec2ApproxEqualNormApplyPowAbsApplyFloorApplyLogAndCopyApplyLogCopyFromVecSubVectorRandCategoricalInitRemoveElementReadInitRemoveElementReadBasicTypeReadVecMatVecVecMatVecAddVec2AddVec2AddVecAddVecDivElementsDivElementsMulElementsMulElementsSigmoidSigmoidTanhTanhCopyColFromMatCopyColFromMatCopyColFromMatCopyColFromMatCopyRowFromSpCopyRowFromSpCopyRowFromSpCopyRowFromSpCopyRowFromMatCopyRowFromMatRowDataCopyRowsFromMatRowDataCopyRowsFromMatCopyFromVecCopyFromVecAddVecAddVecVecVecVecVecVecVecVecVecN5kaldi15KaldiFatalErrorE?@?? 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A.NumRows():A.NumCols() == B.NumRows()) && (transC == kTrans ? A.NumCols():A.NumRows() == B.NumCols()) && (transC == kTrans ? A.NumRows():A.NumCols() == D.NumRows()) && "KALDI_ERR: TraceMatSpMatSp: arguments have mismatched dimension."AWAVAUATUSHHAIIELdH%(H$1pAA9G B9GApt}C A9D$uC9EuwAT$Aps HD$H|$AHD$PAt$H|$PAGt tAput{ uH H5H=stH|$PLHL$PH|$fAoDHH|$PUAptCAw HD$0H|$0A%HH|$PH|$HAwHD$puH|$pAH|$pHHL$pH|$0fAoDLH|$pHt$0H|$oD$ H|$0H|$D$ H$dH3%(u;HĘ[]A\A]A^A_HH|$pH|$0HH9AWAVAUATUSHHAIIELdH%(H$1pAA9G B9GApt}C A9D$uC9EuwAT$Aps HD$H|$AHD$PAt$H|$PAGt tAput{ uH H5H=stH|$PLHL$PH|$fAoDHH|$PUAptCAw HD$0H|$0A%HH|$PH|$HAwHD$puH|$pAH|$pHHL$pH|$0fAoDLH|$pHt$0H|$oD$H|$0H|$D$H$dH3%(u;HĘ[]A\A]A^A_HH|$pH|$0HH9DND;OufHLE~YLǾxAfZHcf(YAY fZXfZ"H9~̃HA9uHH H5H=DND;OuZHLE~MLǾx5HcfAZ fZYYX  H9~ЃHA9uHH H5H=v1.Dim() == D && v1.Dim() == v2.Dim()UHAVAUATSH0dH%(HE1^;_unIII9Zu`HEEH}jufAM$IھzeHH}LH H5H=EH}EHEdH3%(u!He[A\A]A^]HH}HN}UHAVAUATSH0dH%(HE1^;_unIII9Zu`HEEH}jufAM$IھzeHH}LH H5H=EH}EHEdH3%(u!He[A\A]A^]HH}HN}HGHHHUSHHHHvHHH[]HHHHGVWFHHHHthis->NumRows() == M.NumRows() && M.NumRows() == M.NumCols()static_cast(r) < static_cast(this->num_rows_)SpMatrix::Copy(), source matrix is not symmetric: ../matrix/sp-matrix.h>ATUSHdH%(H$1N ;OuH;NuCitBH$dH3%(H[]A\H rH5H=~Aff=5(ELFAEMcICHLA(XY\YA9EDBEDCD9WABDDDHMcLLA TXTXHL9lIDMQVHcLLA(TX;GD@AHLHD9Z$$fZ|$f(Yf.fH\$ AH HHH{ H5>H yH5H=H yH5H=H|$@$H|$@H5H|$@D$Ht$ H|$HH|$@HA E~yLFADMcMAHHCAXA9EDBEDCD9WABDDDHMcLLYAHL9uID;GsdD@MQVHcLLAAHLHD96H yH5H=H yH5H=LH?DV]McIAxHcA9~LMЃI9uDYIAED9gvKVHcLHAD$AĉHHcHHA9|,D9vDAH yH5H=IM9uEExEĹEi$5ATUSHHAԋv HDHHHHH[]A\ *1?9v։9wv FHHcHHHH nH5H=9v։9wvFHHcHHHHH yH5H=USHHHvHHHH[]Uresult >= 0 && "Call to CLAPACK ssptrf_ called with wrong arguments"CLAPACK stptrf_ : factorization failedresult >=0 && "Call to CLAPACK ssptri_ called with wrong arguments"CLAPACK ssptrf_ : Matrix is singularAWAVAUATUSHHH$L$ dH%(H$1|$$HcHH9IHIHcT$$HH|$(ÅLl$(MHt$$LD$ LHUH=D$ H$HtMtA|$ MtLLH$dH3%(H[]A\A]A^A_MtLHHRHHH5HH H5H=H\$0AH HHH{ H5Ht$0H|$HH|$PHMu`H<$uY|$ Ht$$LL$ MLHUH=D$ !8MtLLEAf|$'H yH5H=K9HuSAAAAMcLcMB 9szD D)ADHcH9v߉ˍWHcHcHYY\YH yH5H=H yH5H=Df.DGTXD$D$E9~HcA<9SˉHcHHMY9t(T fZ5f.e. vWAf|$Mt|$A?H<$fA*H$H H5H=H\$0A#H HHH{ H5Ht$0H|$HH|$PHS  USH8HdH%(HD$(1HD$wH\$AHHHHD$ H|$D$ HD$(dH3%(uH8[]HH|$H :M-min <= tolerance * maxSHHD$ HD$HWL$YL$ .rfHHH[H >H5H=USH8HdH%(HD$(1wHD$D$Hl$HHHH|$WD$ H|$L$ _L$ H|$D$ HD$(dH3%(uH8[]HH|$H:J&PrintEigs: : USHHHdH%(H$1wH$D$HsHD$H|$AHT$HHH|$0AH HH|$P H5Ht'HHHHQH|$PHHD$PH@H|Pw H|$PH5Ht$PHH|$0HHPHT$PH@@H$HH@HD$XH$H$H9tHH@HD$XH\$0H$HHPHT$PHRH@HDPHH@H$HH|$HH$dH3%(u;H[]HH|$PH|$HHHH=`x(|D > 0../matrix/tp-matrix.hUSH(dH%(HD$1_~HH$HH MH5H=HHD$thH<$f.zsHD@If(щH9ttL9t.BȉHHH.z.uͻFH EH5H=HHHH HH\$dH3%(uH([]û!2S^}HHUSH8HdH%(HD$(1wHD$H\$HHH}|$tTfT$ZʉHHcHHT$fZXD$D$9]~F9\$wH EH5H=HH|$Hf\$H|$D$XZHD$(dH3%(uH8[]2=ATUSH@HIdH%(HD$81HD$ wH\$ HHHHt$LH\$H|$ \$ D$ HD$8dH3%(uH@[]A\HH|$ H7Wdim == v.Dim() && dim == w.Dim() && dim > 0HG;Fu/9Bu*~&7jL AH¾zeHH ~H5H=v.Dim() == this->NumRows() && S.NumRows() == this->NumRows()F;GukDRA9ubH LHMȿE~Jx8Hc(AYAYY(YXHH9~̓IA9uHH H5H=(transM == kNoTrans && this->NumRows() == M.NumRows()) || (transM == kTrans && this->NumRows() == M.NumCols())UHAWAVAUATSH8IEHuAMdH%(HE1ot_puf_HE;XuZHEDp t U.znul].zOuMHEdH3%(He[A\A]A^A_]Ë_;^ H YH5H=ELHEL}AډLLLHEPuHMAPML EEDzeH LLLHH}HHEDpBError taking power of vector USHHD$ dH%(H$1.zk~FHD$@H|$@AHD$ D$(H|$ H ^H5H=HT$@Ht$ HHD$0D$8H|$0t$(Ht$ H|$0H|$ D$ YHHt$ H|$@Ht$@fɺoHH|$0H|$ H|$@H$dH3%(H[]HH|$`AhH HH$H5fZD$ YH$H$H5H$H|$0Ht$`H|$HH$H|$0H|$ H|$@HHHHH91Xz8#^M.NumCols() == A.NumRows() && M.NumRows() == this->num_rows_M.NumRows() == A.NumRows() && M.NumCols() == this->num_rows_static_cast(i) < static_cast(num_rows_)M_same_dim == dim../matrix/kaldi-matrix.hUHAWAVAUATSHhIxHpItdH4%(Hu1oq9s dC9GXHEEH}LuHEEIHEI$HEC |CECEEA;D$HHEAwHcHBHHHHMHH}H9wHcUHBHHHHH9po}AA;q9su[C 9GuSHEEH}LuHEEIHEI$HEC|C EH H5H=H H5H=H H5H=H}H}LHEHE}{ tAAH `H5H=HH}H}HHAjujAVtDMLEx|DoeH LmD;eID9c cDCHH AWjAVfALHMze]HAjujAVtDMLExDዕ|peH LmID;et8HAWjAVfDKND(HMzetH}H}HEdH3%(uHe[A\A]A^A_]xl(transM == kNoTrans && M.NumCols() == A.NumRows()) || (transM == kTrans && M.NumRows() == A.NumRows())AWAVAUATUSHID$HIL$$dH%(H$1opA9F uF9GE}D|$(AD$D$ HD$@Lt$@ADDLLLHD$`H|$`ADt$ qA9FtH H5H=F 9GbH H5H=H H5H=HL$@H|$`fAoHHDŽ$At$H$AH$LM<$LuHD$`HD$0D$pD$ED$,ot4|$ HL$0D$(@HDHD$AD$h|$ D$(@HHD$8HD$D$A{LD$$DHHI9t/f.ztYD$ALT$HDHD$INjt$,t$HHD$D9l$ ALcd$I|$$.=e_|$(~K&Hl$0HD$8IDIeLD$$|$vDHH9\$t9HcIB f.ztYD$ALT$Hދ|$IMT$9T$ t6D$l$$.-wq|$(~Dl$,H\$0H$H|$`H|$@H$dH3%(uHHĨ[]A\A]A^A_HH$H|$`H|$@HHH"O@AVAUATUSH0ID$HAIL$ dH%(HD$(1HD$vH\$AHoHHL$ LDHD$LH|$HD$(dH3%(u"H0[]A\A]A^HH|$HUAUATUSH8ID$HAL$ dH%(HD$(1HD$vH\$AHoHHL$ DHD$LH|$HD$(dH3%(u H8[]A\A]HH|$HPz(transM == kNoTrans && this->NumRows() == M.NumRows() && M.NumCols() == v.Dim()) || (transM == kTrans && this->NumRows() == M.NumCols() && M.NumRows() == v.Dim())AWAVAUATUSHID$ II(opEuE9t$u|AD$ A;GuqI,$IMmEd$~CMcI@L|D$ YMAHDzeHLI9uH[]A\A]A^A_EuE;t$ tH BH5H=AD$A;GuI$I/MmEd$~@L|D$ YEMEHDzeHHL9uhC.NumRows() == dimalpha > 0ApplyFloor: flooring following diagonal to 1: AVAUATUSH0D$dH%(H$(1_;^uBHIA\$.vIHD$Ld$LLL>H H5H=H H5H=T$Qd$ f.wH|$D$ (HD$ H|$ t$Ht$H|$ H|$ HD$0H|$0HD$pt$(H|$pAHt$ H|$poHt$pH|$0fHoH|$pHD$@D$HH|$@HD$PH|$PAډHT$PHt$@H|$0Eu%|$H[('H$A0H HH$.H5H$H|$@H$HHPH$H@@H$ HH@H$H$H$H9tHH@H$H$H$HHPH$HRH@HHH@H$ H;D$H}HcHL$@H.v ݻH|$@HHt$@H|$PHt$PH|$0fɺoHD$pt$H|$pAHt$H|$poHL$0Ht$pfɺoHH|$pH|$PH|$@H|$0H|$ H|$H$(dH3%(H0[]A\A]A^HH|$pH|$0H|$ H|$HHH$H|$PH|$@HH|$pHHHHHO`k $<     U ) l  USHHHD$ dH%(HD$81_HD$D$H|$HD$ H|$ AډHT$ Ht$H~ 0../matrix/packed-matrix.hWuÅ~9HBЉHH4H9tmHHHH9ti. HGHH H5H=HHH9t . HGHW ..s.s¸VDWEffAAEHqDD9vD9Gv0pƉHcHcHH T _(MH nH5H=9wvNFHHcHH T_(щD9=JD9[ADD9vDH nH5H=AE9t ExDEffY.Y.HAE9AUATUSH_oAfAؽAEdH nH5H=AEE9slAEDDDHMcLY XX9t\A9sEAE9sAEDDDHMcL A9sEAH nH5H=I9tBHpƉHL YX9t9~AAAAcH nH5H=QT$ f.wD$ H[]A\A]f\$ SpMatrix::AproxEqual, size mismatch, vs. ATUSHHHD$dH%(H$1v;wu>HD$Ld$LHLHLLd$ AH HLI|$ H5sH|$@H|$@H5uH|$@Ht$ H|$HH|$@HH|$D$HD$ HL$ _(YD$.D$H|$H$dH3 %(u!H[]A\HH|$H$Hf?!maxCond > 1LimitCond: limiting to 1.0e-40AWAVAUATUSHIH|$$AdH%(H$1_HD$ D$(H|$ HD$0H|$0AډHT$0Ht$ L$.v H|$ 'H cH5H=H^$D$f.wCfZ$$f.w9CL4AL|$JD$f,$H|$PAgH HH|$pH5H|$p$H|$p H5H|$PHHPHT$pH@@H$HH@HD$xH$H$H9tHH@HD$xHl$PH$HHPHT$pHRH@HDpHH@H$HD$^$HD$ HI9t}HHl$ EL$.AEt%.IGEQ$f.v.HIGQ,$f.w <$}AHt$ H|$0Ht$0fɺoH|$H|$0H|$ DH$dH3 %(u@H[]A\A]A^A_HH|$pH|$0H|$ HH!Tv4%Hw~fXHcH9}fHGHHHUSHHHHvHHH[]HHHHGVWFHHHHATUSHdH%(H$1N ;OuH;NuCztBH$dH3%(H[]A\H rH5H=~Afl$,$~-%f(ELFAEMcICHLAf(XY\YA9EDBEDCD9WABDDDHMcLLA fTX $ $fTXD$D$HL9[IDMQVHcLLAf(fTX $ $;GD@AHLHD9$Yl$f.UH\$ AH HHH{ H5>H yH5H=H yH5H=H|$@D$H|$@H5H|$@$Ht$ H|$HH|$@HA E~yLFADMcMAHHCAXA9EDBEDCD9WABDDDHMcLLYAHL9uID;GsdD@MQVHcLLAAHLHD96H yH5H=H yH5H=LH?DVLMcIAxHcA׃9~LMЃI9uDYIAED9gvKVHcLHAD$AĉHHcHHƒA9|,D9vDAH yH5H=IM9dEExEĹEi$4ATUSHHAԋv HDHHHHH[]A\ *1?9v։9wv FHHcHHHH nH5H=9v։9wvFHHcHHHHH yH5H=USHHHvHHHH[]AWAVAUATUSHHHT$L$dH%(H$1|$4HcHH9IHIHcT$4HH|$8ÅLl$8MHt$4LD$0LHUH=D$0"HD$HtHMt HI|$MtLLH$dH3%(H[]A\A]A^A_MtLHHRHHH5HH H5H=H\$@AH HHH{ H5Ht$@H|$/HH|$`HMuaH|$uY|$Ht$4LL$0MLHUH=D$0 7MtLLEAf|$)H yH5H=K9HuSAAAAMcLcMB 9szD D)ADHcH։9v߉ˍWHcHcHYY\YH yH5H=H yH5H=Dff.DGfTXD$D$E9~zHcA<9SˉHcHHMYу9tf(fT 5f.if. vZAf|$Mt|$A?H|$fA*HD$H H5H=H\$@A#H HHH{ H5Ht$@H|$/HH|$`HT  AVAUATUSH0IHHAdH%(HD$(1HD$wLt$LLLAHT$H۸HDHHHDH|$HtfZ$EHtfZL$ Ht$LH|$HD$(dH3%(u"H0[]A\A]A^HH|$HAu8AVAUATUSH0IHHAdH%(HD$(1HD$wLt$LLLAHT$HHDHHHDH|$Ht $EHt D$Ht$LH|$HD$(dH3%(u"H0[]A\A]A^HH|$HAp0USH8HdH%(HD$(1HD$wH\$AHHHHD$H|$D$HD$(dH3%(uH8[]HH|$H :MSHHD$H$HfW $YL$f.rfHHH[H >H5H=USH8HdH%(HD$(1wHD$D$Hl$HHHH|$fWD$H|$L$_L$H|$D$HD$(dH3%(uH8[]HH|$H:J'USHHHdH%(H$1wH$D$HsHD$H|$AHT$HHH|$0AH HH|$P H5Ht'HHHHQH|$PHHD$PH@H|Pw H|$PH5Ht$PHH|$0HHPHT$PH@@H$HH@HD$XH$H$H9tHH@HD$XH\$0H$HHPHT$PHRH@HDPHH@H$HH|$HH$dH3%(u;H[]HH|$PH|$HHHH=`x(|USH(dH%(HD$1_~HH$HH MH5H=HHD$tlH<$ff.zsHD@Iff(щH9tvL9t0BȉHHHf.zf.u˻FH EH5H=HHHH HH\$dH3%(uH([]û!2S^}HHUSH8HdH%(HD$(1wHD$H\$HHH}|$tPfT$ZʉHHcHHT$XD$D$9]~F9\$wH EH5H=HH|$Hf\$H|$D$XHD$(dH3%(uH8[]2=ATUSH@HIdH%(HD$81HD$ wH\$ HHHHt$LHH\$H|$ H\$D$HD$8dH3%(uH@[]A\HH|$ H7WHG;Fu/9Bu*~&7jL AH¾zeHH ~H5H=F;GumDRA9udH LHMȿE~Lx:Hcf(AYAYYf(YXHH9~˃IA9uHH H5H=UHAWAVAUATSHHIEHuAMdH%(HE1otapuh_HE;Xu\HEDp t"Uf.zoum]f.zOuMHEdH3%(He[A\A]A^A_]Ë_;^ H YH5H=ELHEL}AډLLLHEPuHMAPML EEDzeH LLLHH}HHEDpBUSHHD$dH%(H$1f.z)k~FHD$@H|$@AHD$ D$(H|$ H ^H5H=HT$@Ht$ HHD$0D$8H|$0t$(Ht$ H|$0\$Y\$H|$ f(HHt$ H|$@Ht$@fɺoHH|$0H|$ H|$@H$dH3%(H[]HH|$`AhH HH$H5H$D$H$H5H$H|$0Ht$`H|$HH$H|$0H|$ H|$@HHHHH91Y{8#RUHAWAVAUATSHxIpHxIhdH4%(Hu1oq9s dC9GXHEEH}LuHEEIHEI$HEC |CECEEA;D$HHEAwHcHBHHHHMHH}H9wHcUHBHHHHH9xo}AA;q9su[C 9GuSHEEH}LuHEEIHEI$HEC|C EH H5H=H H5H=H H5H=H}H}LHEHE}{ tAAH `H5H=HH}H}HHAjujAVhDMLEp|DoeH LmD;eID9c cDCHH AWjAVfALHMze]HAjujAVhDMLEpDዕ|xeH LmID;et8HAWjAVfDKND(HMzetH}H}HEdH3%(uHe[A\A]A^A_]xlAWAVAUATUSHID$HIL$ dH%(H$1opA9F uF9GE}D|$(AD$D$HD$@Lt$@ADDLLLHD$`H|$`ADt$qA9FtH H5H=F 9GbH H5H=H H5H=HL$@H|$`fAoHHDŽ$At$H$AH$LM<$LuHD$`HD$0D$pD$ED$,ot3|$HL$0D$(@HDH$AD$g|$D$(@HHD$8HD$$A{LD$ DHHI9t0ff.ztYD$ALT$HDHD$INjt$,4$HHD$D9l$ALc$$I|$ f.=e_|$(~K&Hl$0HD$8IDIeLD$ |$wDHH9$t:HcIB ff.ztYD$ALT$Hދ|$IMT$9T$t:D$l$ f.-vp|$(~Dl$,H\$0{H$H|$`H|$@H$dH3%(uHHĨ[]A\A]A^A_HH$H|$`H|$@HHH"O@AVAUATUSH0I$HAIL$dH%(HD$(1HD$vH\$AHoHHL$LDH$LH|$HD$(dH3%(u"H0[]A\A]A^HH|$HTAUATUSH8I$HAL$dH%(HD$(1HD$vH\$AHoHHL$DH$LH|$HD$(dH3%(u H8[]A\A]HH|$HOxAWAVAUATUSHID$IIf(opEuE9t$u|AD$ A;GuqI,$IMmEd$~CMcI@L|D$YMAHDzeHLI9uH[]A\A]A^A_EuE;t$ tH BH5H=AD$A;GuI$I/MmEd$~@L|D$YEMEHDzeHHL9uhAVAUATUSH0$dH%(H$(1_;^uBHIA$f.vIHD$Ld$LLL>H H5H=H H5H=$Qd$ff.wH|$D$ f(HD$ H|$ t$Ht$H|$ H|$ HD$0H|$0HD$pt$(H|$pAHt$ H|$poHt$pH|$0fHoH|$pHD$@D$HH|$@HD$PH|$PAډHT$PHt$@H|$0Eu&|$H]f('H$A0H HH$.H5H$H|$@H$HHPH$H@@H$ HH@H$H$H$H9tHH@H$H$H$HHPH$HRH@HHH@H$ H;D$H} HcHL$@Hf.v ܻH|$@HHt$@H|$PHt$PH|$0fɺoHD$pt$H|$pAHt$H|$poHL$0Ht$pfɺoHH|$pH|$PH|$@H|$0H|$ H|$H$(dH3%(H0[]A\A]A^HH|$pH|$0H|$ H|$HHH$H|$PH|$@HH|$pHHHHHO_j $=     V ) l  USHHHD$dH%(HD$81_HD$D$H|$HD$ H|$ AډHT$ Ht$H~=CH  HH9t"HHT$T$f.vڻHL$Ht$ fɺoHH|$ H|$Ht$8dH34%(u+HH[]HH|$ H|$HH?asnDOEAff~EHD9v7D։A9v4AȉHHcHH fT XWDH nH5H=DA9vDAȉHHcHH fTXуD94A9\A9sD։H nH5H=AE9t#ExEffYf.Yf.HAE9DOEfAA~%f(DA9vLAȉHHcHH A9tKf(\fT_f(уA9|9D9vD։HH nH5H=AE9tExDDEaff.ËWuÅ~:HBЉHH4H9tqHHHH9tnf. HGHH H5H=HHH9t f. HGHfW f.f.sf.sPDWEffAA~EHqDD9vD9Gv2pƉHcHcHH fT _f(OH nH5H=9wvPFHHcHH fT_f(щD9=JD9WADD9vDH nH5H=AE9t!ExDEffYf.Yf.HAE9AUATUSH_pAfAؽAEdH nH5H=AEE9slAEDDDHMcLY XX9t\A9sEAE9sAEDDDHMcL A9sEAH nH5H=I9tBHpƉHL YX9t9~AAAAcH nH5H=QT$ff.wD$H[]A\A]f\$ATUSHHHD$dH%(H$1v;wu>HD$ Ld$ LHLHLLd$0AH HLI|$ H5sH|$PH|$PH5uH|$PHt$0H|$ HH|$PHH|$ D$fZT$T$HD$HL$_f(YD$f.D$H|$ H$dH3 %(u!H[]A\HH|$ H$Hf?1AWAVAUATUSHIH|$$AdH%(H$1_HD$ D$(H|$ HD$0H|$0AډHT$0Ht$ L$f.v H|$ 'H cH5H=H^$f($D$ff.w7f.$w:CL4AL|$SHD$f4$H|$PAgH HH|$pH5H|$p$H|$p H5H|$PHHPHT$pH@@H$HH@HD$xH$H$H9tHH@HD$xHl$PH$HHPHT$pHRH@HDpHH@H$HHHD$^$HD$ HI9HHl$ EL$f.AEt'f.IGEQ$ff.vf.HIGQ,$ff.w<$}{AHt$ H|$0Ht$0fɺoH|$H|$0H|$ DH$dH3 %(u@H[]A\A]A^A_HH|$pH|$0H|$ HH!Tv4%ATUSH0HD$ AdH%(HD$(1HD$wHl$HHHAfZD$ HHt$HH|$HL$(dH3 %(uH0[]A\HH|$H=^ATUSH0HD$AdH%(HD$(1HD$wHl$HHHAD$HHt$HH|$HL$(dH3 %(uH0[]A\HH|$H=ZHw~fXHcH9}fadim == B.NumRows()HW;Vu,BЉAHH7HH H5H=HW;Vu,BЉAHH7HH H5H=basic_string::_M_construct null not validATUSHHIdH%(HD$1H9tHtHHL)H$HwDH}HtXHu\H$HEHUHD$dH3%(uIH[]A\H=HHHEH$HEA$HLQ.NumRows() == M->NumCols() && SigmaInv.NumRows() == M->NumRows() && Y.NumRows() == M->NumRows() && Y.NumCols() == M->NumCols() && M->NumCols() != 0Zero quadratic term in quadratic matrix problem for Optimizing matrix auxiliary function for : leaving it unchanged.Solving matrix problem for : floored eigenvalues. 1.0/l.Max() != 0, auxf decreased to , change is UHAWAVAUATSHHhdH%(HE1GA;@IIILËRA;P 9V 9FHC XDkfLHhx)HoLHhx(|HDžAt$HAH H5H=H0AH HHH{ 4H5HhHPHpHPHPH5HHHPHPH@@HHH@HXHHH9tHH@HXH0H{`HHPHPHRH@HPHH@HHfhHDžDžHDH`HLH`HHHDžDžHHHHHHDžDžHHHHHoHHHHoLHHHDžHDHHfLLhA0AG4H0HGH8IwHIWHHjHAG(XAG*ZƅYH0HHLLhHoHHHH8HHH9tHHHHHHHLHH AooHHHDžHADDHDžpDžxHpDHHpLHpHhfZ^fZH_f(E~YAEH Dž` HH9tHHpf. v烅` ڃ`t Hhx*u0HDžHADꋵXbH0AH HHPH5HhHPHpHPHP H5HP`HPH5H0HHPHPH@@HHH@HXHHH9tHH@HXH0H`Hx`HHPHPHRH@HPHH@HH`HnHHHfAooHpHp ^f. ztHpH'H H5H=HHDžHADDXDHHHfApoHDžHDHDžAvHAHLHHfAoLoHHfLoHHpH`HLY`\`HHHhx(tHoHHHfLoHHpXHLYX\X`f.F\f.fhHHHHHpHHhHEdH3%(IHe[A\A]A^A_]H0A/H HHP)H5HhHPHpHPHPH5HP`HPH5HPXHP H5X\`HPH0HHPHPH@@HHH@HXHHH9tHH@HXH0H{`HHPHPHRH@HPHH@HHfhHoHX\`hHHPHHH8HHH9tHHHHHHHHHHHHHHHHHHHPHpHHHHHHHHPHHHHHHHPmK-@`D$S0      n$_[H.NumRows() == g.Dim() && g.Dim() == x->Dim() && x->Dim() != 0Zero quadratic term in quadratic vector problem for Solving quadratic problem for Optimizing vector auxiliary function for X_09XDE>$J(    dA S ----  ,E3----     ,E3mK-@`D$S0      n$scQ1.NumRows() == M->NumCols() && P1.NumRows() == M->NumRows() && G.NumRows() == M->NumRows() && G.NumCols() == M->NumCols() && M->NumCols() != 0 && Q2.NumRows() == M->NumCols() && P2.NumRows() == M->NumRows()In double quadratic matrix problem: objective function decreasing during optimization of Auxiliary function decreasing.Matrix inversion or optimization failed during double quadratic problem, solving for: trying more stable approach., 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;|#gu#zu#@x >#v$$vz$@ Au$vp$@ C$`w$rw6$@Ы F%y=%yL8%@ hIe%{$%8{%@ L%F{%@ N%W|7&j|2&@( Q^&}&&}Z&@б xT&}&@H `V#'~'@ hXx''_'@ x[( <=(H8(@ ^(&)B)@ ad)[&))@ d+*H*\*@H g*G+*?B+@ j+j+@ 0l+WS+,7&,@ oU,,O,@ r,H,@ t,&,@P xv-^-@ xI-@D-@ 8z|-ҙw-@ (|-`(--@ .*%R.PM.@ ...@ .//Ԡ,T/2/W/@ x/kW/@ x02ȡ*00@x x12122%e 2@ P232@ 323232U4 P4@@ 43B 4@@ k5uf5@@ P5 5@ 5@ 5)6$6@ HY6((T6@ `6P 6p`6@6J6@P I6Z 6 U6@Wp6T6@xNh 6T`.6@X@h7J7@ P 70[C#7H7@pO70P,X7|m78h7@8I hH~7tp-matrix.o/ 0 0 0 644 295648 ` ELF>\@@+,-./012345678;<>?BCDGHIJKLNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxy}~HH=HH5H=Hkaldi::KaldiFatalErrorHHHH@HHSHHH@HH[USH8HdH%(HD$(1HHHHs(HHHH@HEH<$HD$H9tHH5HHH<$HD$H9tHHH5@}x+HGHHHUSHHHHvHHH[]static_cast(c) < static_cast(this->num_rows_)static_cast(r) < static_cast(this->num_rows_)../matrix/tp-matrix.hH9v*;WsfCH 9H5H=;ws$FHHcHHHH =H5H=static_cast(c) <= static_cast(r) && "you cannot access the upper triangle of TpMatrix using " "a non-const matrix object."H9wv'9rBFHHcHHHHH EH5H=H IH5H=orig.NumRows() == this->NumRows()Cholesky decomposition failed. 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;\ @?eEi = 2= @XAeH ?Q ?L @PCeK B @DeM B 4D HD0 D  D~ @EeS U*  # @UEeV P @eX 0 @+eZ " @e\, 0O)< @7 @e_h 0H,q t x0 @pecf 8v` qr.o/ 0 0 0 644 534576 ` ELF>0 @@xw !"#&'(*+,-./0124589:=>?BCDGHIJKLMNOPQRSTUVW[\]^_opHH=HH5H=Hkaldi::KaldiFatalErrorHHHH@HHSHHH@HH[USH8HdH%(HD$(1HHHHs(HHHH@HEH<$HD$H9tHH5HHH<$HD$H9tHHH5@}x+dim > 0qr.ccKALDI_ISFINITE(v[dim-1])v1 == v1 && v1 != 0.0KALDI_ISFINITE(sigma) && "Tridiagonalizing matrix that is too large or has NaNs."NaN encountered in HouseBackwardAVAUATUSHdH%(H$1~.HIHDgIJT& f/H gH5H=_(HH9t.vW(^HcHLt A~hEHft$(Y(YXL$L$HH9u((T .r:.-zPuNAEH$dH3%(H[]A\A]A^H |H5H=YTT$(YXD$Q|$ f.f.D$L$W D$XD$ ^AT ( .A(Y(XXD$^AU^D$T..f.E„HJT#^HH9ud$.H\$ AH HHH{ H5xD$\D$ AH H5H=H H5H=HD$AHt$ H|$HH|$@Hn9Q == NULL || (Q->NumRows() == n && Q->NumCols() == n)UHAWAVAUATSHxHHpdH%(HE1GxH9F u{9FuvLpLHHEI>HhAFdDxA_HEEH}HEEH}D@H H5H=HHEHDžhDždtLeLmH}H}HEdH3%( He[A\A]A^A_]jAUfAMHMEھzeHfZEYEALLZYEZALLALLAHH}LtQ]f.wbmA.~'D|BL?H}Hc9uH}ujMALھzeHHptyEWjAUjATfDdELhDxDھpeHAWhjMALD޿eH |CÉAHH}L4HMLLHH}H}HHPJAVAUATUSHdH%(H$1~.HIHDgIJT& f~0H gH5H=_f(HH9tf.vfWf(^HcHLt A~oEHft$f(Yf(YXL$L$HH9uf(f(fT f.r;f.-zPuNIEH$dH3%(%H[]A\A]A^H |H5H=YTT$f(YXD$Q|$ff.(ff.D$"L$fW D$XD$^AfT f( f.Af(Yf(XXD$^AU^D$fTf.f.ff.E„HJT#^HH9ud$f.H\$0AH HHH{ H5xD$\D$A H H5H=H H5H=HD$@Ht$0H|$/HH|$PHn9UHAWAVAUATSHxHHpdH%(HE1GxH9F u{9FuvLpLHHEI>HhAFdDxA_HEEH}HEEH}D@H H5H=HHEHDžhDždtLeLmH}H}HEdH3%(He[A\A]A^A_]jAUfAMHMEھzeHUYUALLYEALLALLAHH}LtQ]ff.wcmA.~(D|BL?H}HcH9uH}ujMALھzeHHptzEfWjAUjATfDdELhDxDھpeHAWhjMALD޿eH |CÉAHH}L4HMLLHH}H}HHPJn >= 2KALDI_ISFINITE(x)AWAVAUATUSH8HL$dAHHHcH\\$ T\YD (TT_(.v(^(Yl$YY%d$.YL$T$(YXQT$f.D$YD$XD$T$^d$ \(M(\d$T$T% .r}HD$HHHL$(Dh@D$$AGDl$D$ AYH H5H=-l$*H H5H=AHD$(D$$iW-(^D$YXQT$ f.w&^D$ D$ l$Yl$)fl$ T$]IMDD$ A(YDL$A(Y\AYA(Y(\(A(YA(Y\uAYA(AYX#AYXAYAYXAYXEE~Ys(L$AY\CH|$t@L$ W IcHT$(H D+D$HH4D$A|$$AGD9~4AFL$ W YL$YD$AFA\$AHDl$HD9d$ \$.zsT$(T l$(T.D$W^D$D$ YXQl$f.^D$D$\$ Y\$ H8[]A\A]A^A_Q == NULL || Q->NumCols() == noff_diag[p + npq - 1 + i] == 0.0Failure to converge in QR algorithm. 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L`p         $,4< H T ` l x         !&     | @^ (&,12hc@Pl-@hl0/!@lH1@l 3^2m2w2TD\?@n92861@q>2;0@uAA$ 4<@wC2X#;#"@yF8&3@{H2)^*5@}pK)T.%$@`pMr2y2M22k43~@Ђ`Q5@@0S6@`U 8@ @W 9 @Y 9 @[ q:w :O 7;| ;R < < @0b = @`d>0 @Pxf2? ?@ȍ ioFj@k`H@x@mBdK=@owKfL@Д0r$M~@`tN6@`xvLO@ؕ x4V@z_X Z@@|[@Ȝ~ ([@0[q \K\F@H{\(v@@`] 0]@p]]@+ 9@@@ULp@. N`*@p2 Z)%y$$@0 x50˝J|E@@ q0 ,zLP @ ($ ? sparse-matrix.o/0 0 0 644 2318872 ` ELF>"@@      !"#$%&'()*+,-./0346789;<=>ABCDEFHIJKMNOPQRSTUVXYZ[^_`abcefhijklmnopqstuvwxyz{|}~ uSHHHAH[HGHtp uUSHHPAHkoHHHH[]ÐSHdH%(H$1 u/HGHtx u HG H$dH3%(ucHİ[H\$AXH HHH{ H5Ht$H|$HH|$0HAWAVAUATUSHH|$IIdH%(H$1NHDfLvMI)IIDII)LMtAq HcL9u ;H H5H=HHH#H?D9uI9uڅD9>f*f*Y.UMtAQALAmMmA9u M9D$D$ HD$ HD$HIE?D$M9uD9u;\$ |H$dH3%(H[]A\A]A^A_HH\$@AH HHH{ H5Ht$@H|$ HH|$`HMtAQALoLH|$7H\$ Ht$HLLHH|$ HD$ D$(D$ A9G vDim() == this->dim_sparse-matrix.ccUSHF9uMHHHHuHKHSH9t'HHH)HH@HcHH9uH[]H AH5H=USHF9uQHHHHuHKHSH9t+HHH)HHHcfZ@HH9uH[]H AH5H=USHF9uQHHHHuHKHSH9t+HHH)HHHcfZ@HH9uH[]H AH5H=USHF9uMHHHHuHKHSH9t'HHH)HH@HcHH9uH[]H AH5H=vec->Dim() == dim_F9uOH6HOHW.z^u\H9HHH)HHHcH X@HH9uHH VH5H=H9t1HHH)HHHcH (YHX  HH9uF9uSH6HOHW.zbu`H9HHH)HHHcH fZ@XHH9uHH VH5H=H9t5HHH)HHHcH (YHZX  HH9uF9u\H6HOHWf.zjuhH9HHH)HHHcH fZX@fZHH9uHH VH5H=H9tBHHH)HHHcH f(YHfZXfZ!HH9uF9uPH6HOHWf.z^u\H9HHH)HHHcH X@HH9uHH VH5H=H9t2HHH)HHHcH f(YHX  HH9uGetSparseMatrix called on GeneralMatrix of wrong type.GetCompressedMatrix called on GeneralMatrix of wrong type.GetFullMatrix called on GeneralMatrix of wrong type.SwapMatrix called on GeneralMatrix of wrong type.Appending rows of matrices with inconsistent num-cols: q!O[CH\CH\,\(O"]5W-s:G,%-L+ddN!(<)/}69,vo5}}rx  *            }Fn3/8mvLnL,=%,:HhC ;    &!(<)/}69,vo5}}rx  *            }FnLn%,: &D-n0T^   T   2   S2s2iG0m-_y 2      2G^T 2      S2s2iG0m-_y 2      2U}- '5-# # U}-- '5# # keep_rows.size() == static_cast(in.NumRows())static_cast(i) < static_cast(num_rows_)No kept rows../matrix/kaldi-matrix.hout_row == num_kept_rowsAWAVAUATUSHIIdH%(H$1NHDnHFHD$II)IIDII)w HcL9uI;H H5H=HHH#H?A9uH9T$u؅D9-AVALA\$I$HD$A9u H9D$AD$HD$0HD$ HD$@HD$(HHt$H?AA9uH|$H9|$u;l$H$dH3%(H[]A\A]A^A_HH\$PA H HHH{ H5Ht$PH|$@HH|$pHA;w u AFA9GtAVALoLL3HD$0D$8E9f vqDAFHIHHD$0AFD$8HD$@D$HD$A9G vWD$AGHIHHD$@AGD$HHt$ H|$(D$H `H5H=H `H5H=HD$>H H5H=AWAVAUATUSHIIdH%(H$1NHDnHFHD$II)IIDII)w HcL9uI;H H5H=HHH#H?A9uH9T$u؅D9-AVALA\$I$HD$A9u H9D$AD$HD$0HD$ HD$@HD$(HHt$H?AA9uH|$H9|$u;l$H$dH3%(H[]A\A]A^A_HH\$PA H HHH{ H5Ht$PH|$@HH|$pHA;w u AFA9GtAVALoLL3HD$0D$8E9f vqDAFHIHHD$0AFD$8HD$@D$HD$A9G vWD$AGHIHHD$@AGD$HHt$ H|$(D$H `H5H=H `H5H=HD$>H H5H=HOHGH)HHHt!fXDHcH9rfHGHVHWHFHGHVHWHFHGHVHWHFdim_ > 0 && pairs_.size() <= static_cast(dim_)index < dim_HDE~BLGHWMI)IMcM9r(I9tlHHzLH)HH(H H5H=HH9tH.v8(.ra>HM9t I9uUAٺUH H5H=A@A9~ՉfM9t HBQI9tHH9~ftHGH+GHHcHGHHGH;GHDHGH;GHDvec.Dim() == svec.Dim()USH9GuOHH^H+^HHHM~OHsHtfHc YJXHH9uH[]H H5H=fHGHGHGdim >= 0../matrix/sparse-matrix.h7HGHGHGxUSHHH ^H5H=HH}HtHutx97~t07HGHGHH H5H=HGHWH9t;pHHGH9tH90}HWH9Wt5H(YHHHcHWHGH)HH9rHOHGH)HHHt%fHXDHcH9rfHGHVHWHFHGHVHWHFHGHVHWHFHDE~BLGHWMI)IMcM9r(I9toHHzLH)HH(H H5H=HH9tHf.v8f(f.ra>HM9t I9uUAٺUH H5H=A@A9~ՉfM9t HBQI9tHH9~ftHGH+GHHcHHGHGH;GHDHGH;GHDUSH9GuSHH^H+^HHHM~SHsHHt0fHc YJXHH9uH[]H H5H=fHGHGHG7HGHGHGxUSHHH ^H5H=HH}HtHutx97~t07HGHGHH H5H=HGHWH9t;pHHGH9tH90}HGH9Gt9HHf(YHHHcHGHWH)HH9rHGH+HHH;Wtother->NumRows() == num_rowsnum_rows == other->NumCols() && num_cols == other->NumRows()AWAVAUATUSH(IHdH%(HD$1oDn HGH+HA9E1AIEHHUHH$ED$LI>LA9H$D$I 9] wH `H5H=H dH5H=HDfALD;m;E HE~`E}IIALI>HoH+oH~&HMHLBDHHH9uHI M9uHD$dH3%(u.H([]A\A]A^A_H mH5H=mat->NumRows() == 0Invalid general-matrix type.row_offset == tot_rowsnum_rows_in > 0Bad matrix type.AWAVAUATUSH(IHdH%(HD$1oDn HGH+HA9E5AIEHHUHH$ED$LI>LA9H$D$I 9] wH `H5H=H dH5H=HDfALD;m;E HE~dE}IIALI>HoH+oH~*HMHLDHfZBHH9uHI M9uHD$dH3%(u.H([]A\A]A^A_H mH5H=LHGL)HHHt3HILI+LHHЃHcH9røUSHHH9WtVHfT$ HHXD$ D$ HcHUHEH)HH9rD$ H[]f\$ ATUSHHH9OIf\$HH<I $HtH+tH~)HPvHD YXD$D$HH9uHcID$H)HH9rT$Qd$ f.wD$ H[]A\(fl$ other->Dim() == NumElements()ATUSHHDfD9LEHH9CtzAHHHHHH@H)H~6HcDHcAHHHHH@H)H9|AIcHCH+HH9r[]A\H H5H=AWAVAUATUSH8ID$ HdH%(HD$(1oDn HGH+HA9E@AL|$EHHUHHD$ED$LI>LD$ A9HD$D$I 9] wH `H5H=H H5H=HDfALD;m;E E~mE}IIALI>HoH+oH~3HMHLDHHD$ YBXHH9uHI M9uHD$(dH3%(u.H8[]A\A]A^A_H H5H=HHHHHGHVHWHFHGHVHWHFHH;GHDHH;GHDstatic_cast(r) < rows_.size()HcHHWH)HH9sHHHH H5H=B.NumRows() == num_rowsArows == B.NumCols() && Acols == B.NumRows()AWAVAUATUSH8HIdH%(HD$(1pHDgDo H9}LA9lEAfd$ DLHhH+hHHKHMHLfDHYBXHH9uXL$ L$ AHE9uD$ HD$(dH3%(H8[]A\A]A^A_Dg HA9umEfl$ Ll$L9] v`MUHcHuHHT$L$HLXD$ D$ A9uYH H5H=H H5H=H H5H=ff|$ ft$ HHGHGHGH+H~FATUSHD$ HD`IIHH}D$ H L9uH[]A\HGH+HHH;WtAWAVAUATUSH(IHdH%(HD$1oDn HGH+HA9E9AIEHHUHH$ED$LI>LA9H$D$I 9] wH `H5H=H dH5H=HDfALD;m;E HE~hE}IIALI>HoH+oH~.HMHHLDHfZBHH9uHI M9uHD$dH3%(u.H([]A\A]A^A_H mH5H=AWAVAUATUSH(IHdH%(HD$1oDn HGH+HA9E5AIEHHUHH$ED$LI>LA9H$D$I 9] wH `H5H=H dH5H=HDfALD;m;E HE~dE}IIALI>HoH+oH~*HMHHLBDHHH9uHI M9uHD$dH3%(u.H([]A\A]A^A_H mH5H=LHGL)HHHt3HILI+LHHЃHcH9røUSHHH9WtVHfT$HHXD$D$HcHUHEH)HH9rD$H[]f\$ATUSHHH9OIf$HH<I $HtH+tH~+HPvHHD0YX$$HH9uHcID$H)HH9r$Qd$ff.wD$H[]A\f(fl$ATUSHHDfD9LEHH9Ct~AHHHHHH@H)H~:HcHDHcAHHHHH@H)H9|AIcHCH+HH9r[]A\H H5H=AWAVAUATUSH8ID$ HdH%(HD$(1oDn HGH+HA9EPAL|$EHHUHHD$ED$fZD$ LI>LA9HD$D$I 9] wH `H5H=H H5H=HDfALD;m;E E~yE}IIALI>HoH+oH~?HMHHLfZL$ DHHf(YBXHH9uHI M9uHD$(dH3%(u.H8[]A\A]A^A_H H5H=HHHHHGHVHWHFHGHVHWHFHH;GHDHH;GHDHcHHWH)HH9sHHHH H5H=AWAVAUATUSH8HIdH%(HD$(1pHDgDo H9LA9pEAfd$DLHhH+hHHOHMHHLfDHYBXHH9uXL$L$AHE9uD$HD$(dH3%(H8[]A\A]A^A_Dg HA9umEfl$Ll$L9] v`MUHcHuHHT$L$HLXD$D$A9uYH H5H=H H5H=H H5H=ff|$ft$HHGHGHGH+H~FATUSHD$HD`IIHH}D$H L9uH[]A\SHHH@HHHHCXH9tHH@HH{8[SHHH@HHHHCXH9tHH@HH{8H[ATUSIHoHH9uI<$Ht[]A\H H9tH{HtATUSHHGHH9tIHSH)HH HHH!HD@L$ HL9tH;HtH}Ht[]A\ATUSHHGHH9tIHSH)HH HHH!HD@L$ HL9tH;HtH}Ht[]A\ATUSIHoHH9uI<$Ht[]A\H H9tH{Ht ../base/io-funcs-inl.hWrite failure in WriteBasicType.SHHT$ dH%(H$1@tJHt$ HHH@D u?H$dH3%(H[Ët$ H5HH\$ A2H HHH{ H5Ht$ H|$HH|$@HSVdim= [ ] AVAUATUSHHHdH%(HD$1HHHHSH+SHHHCLcI9HHI)IIċHCHHL9uH5H3HH5HHCLcI9tiHHI)IILt$Ll$3HD$ LHfZCHD$ LHHL9uH5HHD$dH3%(u H[]A\A]A^AVAUATUSHHHdH%(HD$1HHHHSH+SHHHCLcI9HHI)IIċHCHHL9uH5H3HH5HHCLcI9teHHI)IILt$Ll$3HD$ LHCHD$ LHHL9uH5HHD$dH3%(u H[]A\A]A^SMrows= AUATUSHIHtkHHI\$I+$HھHDkIIHI<$HH L9uH_H+HH5HHH5H~.DkIIHI<$HH I9uH5HH[]A\A]AUATUSHIHtkHHI\$I+$HھHDkIIHI<$HH L9uH_H+HH5HHH5H~.DkIIHI<$HH I9uH5HH[]A\A]ReadBasicType: encountered end of stream.ReadBasicType: did not get expected integer type, . You can change this code to successfullyRead failure in ReadBasicType, file position is vs. read it later, if needed., next char is ATUSHHHdH%(H$1@*Aăt<uoHH H\$A?H HHH{ H5Ht$H|$HH|$0HH\$ADH HHH{ H5AH|$0H|$0H5H|$0H|$0H5H|$0H5Ht$H|$HH|$0HHHH@D u#H$dH3%(Hİ[]A\Hl$AVH HHH} H5HH|$0HH|$0H5HH|$0Ht$H|$HH|$0HAVAUATUSHH9LnHMI)LHHHEHUH)HH9LEI)MILL9M~ C@HHHHHUH~HH+EHH9tHtHH HHH9uLeLeH[]A\A]A^HtZHH9wFLIL9tLHtHHHHI9uH}HtLuMLuAM~C@HHHH\AVAUATUSHH9LnHMI)LHHHEHUH)HH9LEI)MILL9M~ C@HHHHHUH~HH+EHH9t HtHHXH HZHHH9uLeLeH[]A\A]A^HtbHH9wNLIL9t#LHtH3H{H0HxHHI9uH}HtLuMLuAMtC@HHHHPvector::_M_default_appendHUHOHWH)HH9r/HH HHtHt@HHGAWAVAUATUSHHHH+IIIHL)H9wAL9MLCMrCHI9w4Mt;I9w%J<IK>H/H=IAHHtHt@HuH}H9tLHHtHH HHH9uHtLuLIHEKHEH[]A\A]A^A_HhHOHWH)HH9r3HH HHtHtH@HHHwAWAVAUATUSHHHH+IIIHL)H9wAL9MLCMrCHI9w4Mt;I9w%LHIKD=H/H=IAHHtHtH@HMH}H9t&LHHtLLPL LRHHH9uHtLmLHLH]IMLmH[]A\A]A^A_vector::_M_realloc_insertAWAVAUATUSHHHIIHHGH)HHtQL4L9HI9HH)HD$MtHI9v#A&MhHH)HD$AJ<IHD$LtIHH}H9tLHHtHH HHI9uHWH)HMlIHuH9t.HLHtHH HHH9uHH)HMlHtLeLmKHEH[]A\A]A^A_HH)HD$I+HGH;GtHtHHHGHHHHAUATUSHdH%(HD$1HWHWt[IHHVHFH)H~BIHcH@$D$I|$LHUHEH)H9|HD$dH3%(u H[]A\A]USHHHEHsH}HH[]USHHHGHGHGHH{HtHH[]static_cast(r) < rows_.size() && vec.Dim() == rows_[0].Dim()HHcLHOL)HH9s2A90uHI<HHH 'H5H=HHOHGH)HH9rCHH H Ht%HtH@H@H@HHHwAWAVAUATUSH(Ht$IH+HIIHL)H9wRHD$L9IMBMrOHI9w@MtGI9w1LHHD$H\$HH\$HT$2H=IHD$H Ht%HtH@H@H@M|$I,$I9H\$HHH{HtHHl$H9H}HtH H H I9t*HtHCHCHCHHIl$I$H9I<$HtHD$I$Lt$IIMt$IIMl$H([]A\A]A^A_HHH|$uDHD$HtHHHH H9lH{HtH\$HH\$HD$H9tHxHtHD$ row_iter == row_endAppending rows with inconsistent dimensions, AWAVAUATUSHH|$Ht$dH %(H$1H/LgL9tH H I9tH{HtHD$HhHL$HHYH9HHHHH)HH HHH!H@H HBH+HHHH9uHD$L(HL)HH9wH9HIL9t5MH)H|$*I L9tI|$HtHD$LhHD$L0H@HD$HD$HH9IHPHH)HH HHH!H@HH$IMgI9tMLHH I)IHI!LHMl HHH H L9uIIMIL;<$uL;t$uvH\$HHI9;+uHC HI9H ;htLd$0AH HLI|$ -H5H H5H=H|$P3H|$PH5H|$PHt$0H|$/HH|$PHHD$L0H@I9ttIVH)HH HHH!HD@M,M0H H9tH{HtI<$HtIM9tIl$I$H9uHD$LpH$dH3%(uWH[]A\A]A^A_HD$L(I9gHD$L0H@HD$8HD$L0H@HD$HD$HAWAVAUATUSHIH9tILnHMI)LHH $H/HGH)HH9rkHGHD$HH)HHIH9$H~HHH H IMMl$IoLI+$IIH9LHt-HH9wLII9LSAHH}HtHLH9H{HtH H H I9t*HtHEHEHEHHIl$I$H9uuI<$HtM<$MM|$M4$Mt$LH[]A\A]A^A_HHMtLHHH H9tH{HtIL,$M~8HLH I IMH$HHHHHHH9l$uEH H9l$6H}HtHH{HtHL9tOI}HtI I H L9HtHCHCHCLHHHSHH[vector::_M_fill_insertAWAVAUATUSHhHL$dH%(HD$X1HIIIHHGHWH)HL9H|$0HD$@HD$HHD$PH|$8HHH|$@HtHIl$L|$HL)HD$HI9*ILl$IM)I9Lt$IJHI}HtHL9H}HtH I HD$ HD$H9t,MtIEIEIEHt$LHD$ID$LH+D$IIHELl$MM9 Hl$8OHH|$@HtHIM~I H LHH I9HHMI)tIHD$0HD$@HI}HtHL9H}HtH I It3MtIEIEIEHD$HpLIMl$L|$MI9u~Ll$Ml$H|$@HHHI~HtHM9tXI}HtI I HD$ HD$H9MtIFIFIFHt$LHYH H9ALHHH)HHH)I9wsI9HICHHT${HH9hHH)HHHD$(HtBHH9w.H|$HHD$Hl$Hl$ M]H=HD$HH}HtHH\$ H9taH{HtH H It,HtHEHEHEHt$HM4$M9Hl$HHH|$$H\$(LHH\$HD$ H9HxHtHD$ HH}HtHH\$H9H{HtH I H L9t/HtHEHEHELHHl$LHLtLt$Il$I9Lt$Il$I$H9*I<$HtHL$I $Mt$HD$HHID$HD$XdH3%(bHh[]A\A]A^A_HHHI~HtHH\$L9tOH{HtH H I H9= 0 && num_cols >= 0AWAVAUATUSHHdH%(HD$81HAՅLoL?D$l$HD$HD$ HD$(IcLsH LH)HH9H9HHHD$I9IH H5H=L?LwM9tM I M9tI}HtL{DHH ^H5H=HH|$HtHHL$H)LH#I M9tI|$HtHD$HC;l$t@M)ILE~1DhIIA I M9tLH;H|$HtHD$8dH3%(uDHH[]A\A]A^A_HH|$HtH;l$tM)ILEnAWAVAUATUSHH|$IHT$dH%(H$1H^H+HHFHËFH)HH9u!A}MEEeM}L½;H *H5H=HHH#H?A9uI9uڅLL)HHD)9 H|$‰H|$A]MuA9u M9 AD$ HI?AD9uM9u;l$ H$dH3%(H[]A\A]A^A_H!H\$0A2H HHH{ H5Ht$0H|$/HH|$PHHt$H|$[DH|$H‹t$ H|$D$ I H @H5H=AUATUSHIHIHHuH+uHLHUH9Ut<4LH‰LHcHUHEH)HH9rH[]A\A]USHHHHGHGHHHH[]AUATUSHdH%(HD$1HWHWtbIHHFHVH)H~IIHcHHfZ@$D$I|$LHEHUH)H9|HD$dH3%(u H[]A\A]zero_prob >= 0 && zero_prob <= 1.0ATUSH dH%(HD$1HGHG.r6HLg .r"? \L$H H5H=f*X^ZZYZ\$YD$ D$Ht$L9]~hD$tf*X^ZYQT$ f.B8HD$dH3%(u H []A\HGH+H~FATUSHD$ HD`IIHH}D$ H L9uH[]A\AWAVAUATUSHdH%(HD$1HGHGHGFtlHL.~bD`IILw HL9tCADf.zt$D$LLHH}HtHHD$dH3%(uH[]A\A]A^A_AWAVAUATUSHXHdH%(HD$H1HHGHGD~ IcHuJHD$HdH3%(HX[]A\A]A^A_E~؃} t&AHD$HD$Ll$ `IH H5H=HoLI>LH|$(HtA9_I 9] vUEHHMHHD$T$Ht$LHH|$(HtLHAWAVAUATUSHIHIIHHGH)HHtPL4L9,HI9HH)HD$MtHI9v"%IwHH)HD$ALHHHD$HtI7IH0HxI<$H9tHHHtLLPL LRHHI9uHWH)HLlIIL$H9t6HLHtLLPL LRHHH9uHH)HMlHtI$Ml$ILI\$H[]A\A]A^A_HH)HD$IHGH;GtHtLLVLLPHGHHHHAUATUSH(dH%(HD$1HWHWt_IHHVHFH)H~FIHcHfZ@$D$I|$LHUHEH)H9|HD$dH3%(u H([]A\A]AUATUSH(dH%(HD$1HWHWt^IHHFHVH)H~EIHcHH@$D$I|$LHEHUH)H9|HD$dH3%(u H([]A\A]USHHHEHsH}HH[]USHHHGHGHGHH{HtHH[]HHcLHOL)HH9s2A90uHI<HHH 'H5H=HHOHGH)HH9rCHH H Ht%HtH@H@H@HHHwAWAVAUATUSH(Ht$IH+HIIHL)H9wRHD$L9IMBMrOHI9w@MtGI9w1LHHD$H\$HH\$HT$2H=IHD$H Ht%HtH@H@H@M|$I,$I9H\$HHH{HtHHl$H9H}HtH H H I9t*HtHCHCHCHHIl$I$H9I<$HtHD$I$Lt$IIMt$IIMl$H([]A\A]A^A_HHH|$uDHD$HtHHHH H9lH{HtH\$HH\$HD$H9tHxHtHD$ AWAVAUATUSHH|$Ht$dH %(H$1H/LgL9tH H I9tH{HtHD$HhHL$HHYH9HHHHH)HH HHH!H@H HBH+HHHH9uHD$L(HL)HH9wH9HIL9t5MH)H|$*I L9tI|$HtHD$LhHD$L0H@HD$HD$HH9IHPHH)HH HHH!H@HH$IMgI9tMLHH I)IHI!LHMl HHH H L9uIIMIL;<$uL;t$uvH\$HHI9;+uHC HI9H ;htLd$0AH HLI|$ -H5H H5H=H|$P3H|$PH5H|$PHt$0H|$/HH|$PHHD$L0H@I9ttIVH)HH HHH!HD@M,M0H H9tH{HtI<$HtIM9tIl$I$H9uHD$LpH$dH3%(uWH[]A\A]A^A_HD$L(I9gHD$L0H@HD$8HD$L0H@HD$HD$HAWAVAUATUSHIH9tILnHMI)LHH $H/HGH)HH9rkHGHD$HH)HHIH9$H~HHH H IMMl$IoLI+$IIH9LHt-HH9wLII9LSAHH}HtHLH9H{HtH H H I9t*HtHEHEHEHHIl$I$H9uuI<$HtM<$MM|$M4$Mt$LH[]A\A]A^A_HHMtLHHH H9tH{HtIL,$M~8HLH I IMH$HHHHHHH9l$uEH H9l$6H}HtHH{HtHL9tOI}HtI I H L9HtHCHCHCLHHHSHH[AWAVAUATUSHhHL$dH%(HD$X1HIIIHHGHWH)HL9H|$0HD$@HD$HHD$PH|$8HHH|$@HtHIl$L|$HL)HD$HI9*ILl$IM)I9Lt$IJHI}HtHL9H}HtH I HD$ HD$H9t,MtIEIEIEHt$LHD$ID$LH+D$IIHELl$MM9 Hl$8OHH|$@HtHIM~I H LHH I9HHMI)tIHD$0HD$@HI}HtHL9H}HtH I It3MtIEIEIEHD$HpLIMl$L|$MI9u~Ll$Ml$H|$@HHHI~HtHM9tXI}HtI I HD$ HD$H9MtIFIFIFHt$LHYH H9ALHHH)HHH)I9wsI9HICHHT${HH9hHH)HHHD$(HtBHH9w.H|$HHD$Hl$Hl$ M]H=HD$HH}HtHH\$ H9taH{HtH H It,HtHEHEHEHt$HM4$M9Hl$HHH|$$H\$(LHH\$HD$ H9HxHtHD$ HH}HtHH\$H9H{HtH I H L9t/HtHEHEHELHHl$LHLtLt$Il$I9Lt$Il$I$H9*I<$HtHL$I $Mt$HD$HHID$HD$XdH3%(bHh[]A\A]A^A_HHHI~HtHH\$L9tOH{HtH H I H94HD$(dH3%(u H0[]A\HGH+H~FATUSHD$ HD`IIHH}D$ H L9uH[]A\AWAVAUATUSH(dH%(HD$1HGHGHGFtmHL.~cD`IILw HL9tDADff.zt$D$LLHH}HtHHD$dH3%(uH([]A\A]A^A_AWAVAUATUSHXHdH%(HD$H1HHGHGD~ IcHuJHD$HdH3%(HX[]A\A]A^A_E~؃} t&AHD$HD$Ll$ `IH H5H=HoLI>LH|$(HtA9_I 9] vUEHHMHHD$T$Ht$LHH|$(HtLHbasic_string::_M_construct null not validATUSHHIdH%(HD$1H9tHtHHL)H$HwDH}HtXHu\H$HEHUHD$dH3%(uIH[]A\H=HHHEH$HEA$HLdim_ >= 0basic_string::substr[num_elems >= 0 && num_elems <= dim_Reading sparse vector, expected 'dim=xxx', got %s: __pos (which is %zu) > this->size() (which is %zu)Reading sparse vector, expected 'dim=[int]', got Reading sparse vector, expected '[', got Error reading sparse vector, expecting numbers.i >= 0 && i < dim && (pairs_.empty() || i > pairs_.back().first)UHAWAVAUATSHHHHdH%(HE1HHHAă<"HHHHH@D HH8EHhHhBHH;3HcHHHPH@H@H)HH9)H9sHHHHFHHL`H@II9- H0A?H HHH{ H5HHhHHPHH0ADH HHH{ H5AHPHPH5HPHPH5HPH5HHhHHPHH0IAVH HHI~ H5HHPHHPH5HHPLHhHHPHH H5H=H H5H=H)HHHxH0A?H HHH{ H5HHdHHPHAHPHPH5HPHPH5HPH5HHdHHPHLHHH@D utIT$HIM9HA<tH0ADH HHH{ H5H0IAVH HHI H5HHPHHPH5HHPLHdHHPHHpHFHpHDžxƅHHxH0HWH0HpHHGHHjHL0H5LAH0IL9tEuAHxHHHGHHpHHHjH0AH HHPH5HPHxHpH0HhHHPHpHH9tHHѺH5H=HHLI|$xHH@H(HDžƅƅ HDžHDžHDž HDž(HHPH@HHpH8HBHHDžHLHxHHPHH@@H(HH@HHDžHDžHDžHDžHDžHDžI|$HHH@HDžHID$hHHHI|$XHjHDžHHHHHH9tHH@HHHHPHHRH@HHDžHH@H(H(HHH9mcHnHHwHxHHbHDž\H\H\xHuHHHH0AH HHPH5HPHxHpH0HhHHPHHpHHpH5u2HHLvHFHFL`LdLhHyH0AH HHPH5HPHxHpH0HhHHPH]t LH HLHHH@D uZ`;\HHHQH;Qt ;BhdlLLH0AH HHP/H5H0HhHHP H H5H=HHHPHH@@H(HH@HHHH9tHH@HHH{HH@HH@H8HHDžHH@H(H{xHHH9tHpHH9tHEdH3%(uHe[A\A]A^A_]num_rows >= 0 && num_rows < 10000000Reading sparse matrix, expected 'rows=xxx', got Reading sparse vector, expected 'rows=[int]', got UHAWAVAUATSHIHXdH%(HE1HHHHÃ<HlHXHHH@D klHcMl$I$LH)HH9H9$HL42M9LH0A?H HHH{ H5HHlHHPHH0IADH HHI H5HPHPH5HPHPH5HPH5LHlHHPHH0AVH HHH{ H5HXHHPHHPH5HHPH0HkHHPHH H5H=H)LH I9tH{HtMt$l~,HcHI<$HX9lHEdH3%(vHe[A\A]A^A_]HpHFHpHDžxƅHXHxH0HGH0HpHHGHHjHL0H5LH0IL9tuAHxHHHGHHpHHHjH0AH HHPH5HPHxHpH0HlHHPHpHH9tHHѺH5H=HHLI}xHH@H(HDžƅƅ HDžHDžHDž HDž(HLpLH@HHPIFHHDžHLHxHHPHH@@H(HH@HHDžHDžHDžHDžHDžHDžI}HHH@HDžHIEhHHHI}XHjHDžHHHHHH9tHH@HHHHPHHRH@HHDžHH@H(H(HHH9ukHnHHwHxHHbHDžlHlHlxBHu9HcM|$I$LH)HH9wHH9suHH2HHI9tUI@H0AH H!H)L%I M9tI}HtHHID$lQHHPHH@@H(HH@HHHH9tHH@HHH{HLIFHPHHDžHH@H(H{xHHH9tHpHH9 HPH5HPHxHpH0HkHHPH9lHcHI<$HXHUHAWAVAUATSHHHHdH%(HE1IHHLHA>H`H`HH;{HcHHHPH@H@H)HH9wuH9sHHHHHpHHL`H@II9s1 H H5H=H H5H=H)HHHxH0A?H HHH{ H5HH\HHPHAHPHPH5HPHPH5HPH5HH\HHPHLHHH@D utIT$HIM9HA<tH0ADH HHH{ H5H0IAVH HHI H5HHPHHPH5HHPLH\HHPHHpHFHpHDžxƅHHxH0HWH0HpHHGHHjHL0H5LAH0IL9tEuAHxHHHGHHpHHHjH0AH HHPH5HPHxHpH0H`HHPHpHH9tHHѺH5H=HHLI|$xHH@H(HDžƅƅ HDžHDžHDž HDž(HHPH@HHpH8HBHHDžHLHxHHPHH@@H(HH@HHDžHDžHDžHDžHDžHDžI|$HHH@HDžHID$hHHHI|$XHjHDžHHHHHH9tHH@HHHHPHHRH@HHDžHH@H(H(HHH9mcHnHHwHxHHbHDžTHTHTxHuHHHH0AH HHPH5HPHxHpH0H`HHPHHpHHpH5u2HHLvHFHFLXL\L`HyH0AH HHPH5HPHxHpH0H`HHPH]t LH HLHHH@D u^X;THHHQH;Qt ;B`fZ\hLLH0AH HHP/H5H0H`HHPH H5H=HHHPHH@@H(HH@HHHH9tHH@HHH{HH@HH@H8HHDžHH@H(H{xHHH9tHpHH9tHEdH3%(uHe[A\A]A^A_]UHAWAVAUATSHIHXdH%(HE1HHHHÃ<HlHXHHH@D klHcMl$I$LH)HH9H9$HL42M9LH0A?H HHH{ H5HHlHHPHH0IADH HHI H5HPHPH5HPHPH5HPH5LHlHHPHH0AVH HHH{ H5HXHHPHHPH5HHPH0HkHHPHH H5H=H)LH I9tH{HtMt$l~,HcHI<$HX9lHEdH3%(vHe[A\A]A^A_]HpHFHpHDžxƅHXHxH0HGH0HpHHGHHjHL0H5LH0IL9tuAHxHHHGHHpHHHjH0AH HHPH5HPHxHpH0HlHHPHpHH9tHHѺH5H=HHLI}xHH@H(HDžƅƅ HDžHDžHDž HDž(HLpLH@HHPIFHHDžHLHxHHPHH@@H(HH@HHDžHDžHDžHDžHDžHDžI}HHH@HDžHIEhHHHI}XHjHDžHHHHHH9tHH@HHHHPHHRH@HHDžHH@H(H(HHH9ukHnHHwHxHHbHDžlHlHlxBHu9HcM|$I$LH)HH9wHH9suHH2HHI9tUI@H0AH H!H)L%I M9tI}HtHHID$lQHHPHH@@H(HH@HHHH9tHH@HHH{HLIFHPHHDžHH@H(H{xHHH9tHpHH9 HPH5HPHxHpH0HkHHPH9lHcHI<$HXH7OHGW9|HHȉP@@ HHP90HH9AUATUSHIH_H9t~HIHH)HHA4$AL$HH9tTH؋3A;4$}5KHL)HHH~HH@@ HHHjHHH[]A\A]Ë7OHGW9|HHȉP@@HHP90HH9AUATUSHIH_H9tHIH H)HHA4$AL$HH9tU3A;4$}9KHCHL)HHH~HH@@HHHjHHH[]A\A]SILJLH?LHH9HIKD LPGE;IOMO EEABAAIH9|uLJLH?LHH9ttHH T$L$LHLH?LHIH9~~LED9~bIDAC@IAHH?HHL9}=MELD9~.IHTL HEDAA@HfIJωH[IH/H L$L$IAWAVAUATUSHHH)HIIIHIHtH_H\$&HDl$PEH~CHH\$HCHH?HHI HAVHT$HLHHtHHL)H~IHL)I ,A$A,AD$AD,HHHAULHHHmH[]A\A]A^A_A$A$AD$IAL$AH\$HA$A$AD$AD$AL$ AL$AD$ ȋ~9|(9|RA$A$AD$IAL$AA$A$AD$AD$AL$ AL$AD$ kA$A<$FAD$NAL$FCHHDA<$A9|HAQ9~3HAHHP9|H9s!UDEIMAHHD$XPLHHL)HHHMIL)HHH?HHI AT$9~9]9A$A<$FAD$NAL$FOpairs_.front().first >= 0 && pairs_.back().first < dim_AVAUATUSHIՉ7LbL+"LHHGHGHGHHH9LHHkHkILcIuI}H9HHHtHH HHH9uHH)HL,Nt-LsL9LHHH?H?H)HHjLHHI~PLHjLHHM9tDLHjLIHI9u$HjLHHHsHKf(HHFH9v~9xt@.z.uHH9f(HLHH9>:FBHFH9;~uBX@BHH9vc98tH.Jz.RtH H5H=HH{HtHHkH9uXdH f.BzuH9tMHCH9t6H)HHH~'HHDD@FHHHHHCH)HHSHCHSH9t:> 9H3[]A\A]A^AWAVAUATUSHHIt$ IdH%(HD$81HzH+:HHHI$ID$ID$HHHH9w HHI$ID$H<(I|$H HHtH@H@H@HI<$LH|$HtHH L9HIt$ LHH|$HtLHHI$ID$I|$IFI+HHH…~ @L|@ILl$mHD$8dH3%(uHH[]A\A]A^A_AWAVAUATUSHXH<$IdH%(HD$H1otiHHcHD$HD$HD$ HH H9H[H,HHD$H(HT$ HHcH$HhHHH)HH9wH9sAHL$2L9t,LH)H<$!H H9tH{HtH$L`H$HH;PHHՉLHHHcH$HH@HD$H)HH9rHHHtHH@H@9AkHPH+PHHA9}cLIcL4H@ЉLH@BD0HcH[HD$H<Љl$0D$4LAL뉃LiLHT$H|$0Ht$0H<$Hl$8H\$0H9uXH|$0HtHD$H\$H9tbHSH)HH HHH!HD@H,"H H9tH{HtHH9tH;HtH|$HtHD$HdH3%(u^HX[]A\A]A^A_HH|$0H|$HHHD$HD$ HT$L|$0USHHHHGHGHHHH[]AWAVAUATUSHXH<$IdH%(HD$H1otiHHcHD$HD$HD$ HH H9H[H,HHD$H(HT$ HHcH$HhHHH)HH9wH9sAHL$2L9t,LH)H<$!H H9tH{HtH$L`H$HH;PHHՉLHHHcH$HH@HD$H)HH9rHHHtHH@H@D9AmHPH+PHHA9}fDLIcHH@(DLH@fZD(HcH[HD$H:FBHFH9;~uBX@BHH9ve98tHf.Jzf.RtH H5H=HH{HtHHkH9uYeH ff.BzuH9tMHCH9t6H)HHH~'HHDD@FHHHHHCH)HHSHCHSH9t:= 9H2[]A\A]A^AWAVAUATUSHHIt$ IdH%(HD$81HzH+:HHHI$ID$ID$HHHH9w HHI$ID$H<(I|$H HHtH@H@H@HI<$LH|$HtHH L9HIt$ LHH|$HtLHHI$ID$I|$IFI+HHH…~ @L|@ILl$mHD$8dH3%(uHH[]A\A]A^A_AWAVAUATUSHXH<$IdH%(HD$H1otiHHcHD$HD$HD$ HH H9H[H,HHD$H(HT$ HHcH$HhHHH)HH9wH9sAHL$2L9t,LH)H<$!H H9tH{HtH$L`H$HH;PHHՉLHHHcH$HH@HD$H)HH9rHHHtHH@H@9AoHPH+PHHA9}gLIcL4H@ЉLH@fBZD0HcH[HD$H<Љl$0D$8LAL녃LeLHT$H|$0Ht$0H<$Hl$8H\$0H9uXH|$0HtHD$H\$H9tbHSH)HH HHH!HD@H,"H H9tH{HtHH9tH;HtH|$HtHD$HdH3%(u^HX[]A\A]A^A_HH|$0H|$HHHD$HD$ HT$L|$0AWAVAUATUSHXH<$IdH%(HD$H1otiHHcHD$HD$HD$ HH H9H[H,HHD$H(HT$ HHcH$HhHHH)HH9wH9sAHL$2L9t,LH)H<$!H H9tH{HtH$L`H$HH;PHHՉLHHHcH$HH@HD$H)HH9rHHHtHH@H@D9AiHPH+PHHA9}bDLIcHH@(DLH@D(HcH[HD$H? 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C6@d!#[68 rpV6@ȇ"g60' 6Qw6xr6@h"60x,6y6y`#6@"xP$ HY"6optimization.o/ 0 0 0 644 764208 ` 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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