%PDF-1.4
%
1 0 obj
<>stream
iText 4.2.0 by 1T3XT2019-05-20T15:46:59+05:30Arbortext Advanced Print Publisher2019-06-12T08:47:46-07:002019-06-12T08:47:46-07:00uuid:8addd02c-2a8d-4824-a074-0375b52bef83uuid:9735c38c-787b-4f5b-aca7-e8422204bc96JournalCommunications in Algebra© 2019 Taylor & Francis Group, LLC0092-78721532-41254762341-23562341235610.1080/00927872.2018.1472272https://doi.org/10.1080/00927872.2018.1472272application/pdf10.1080/00927872.2018.1472272en-USHomology over trivial extensions of commutative DG algebrasTaylor & FrancisCommunications in Algebra, 2019. doi: 10.1080/00927872.2018.1472272Avramov Luchezar L.Iyengar Srikanth B.Nasseh SaeedSather-Wagstaff SeanLocal DG algebraperfect DG modulevanishing of TorVoR2019-01-16truewww.tandfonline.com10.1080/00927872.2018.1472272www.tandfonline.comtrue2019-01-1610.1080/00927872.2018.1472272
endstream
endobj
4 0 obj
<>stream
xYI5_?^$4[#qr(\TlwA F~\W=`}Cut$` hrL63N7L5r(`O.e1bd}뜿8۩5`R58
gagћypjûHW?ϴO,eJ=
G>e!G>Yp8ʢ /\5kED\WT%+"_K/rFuB-pwNwLa(yU,H_@ q
`|s.Pٔ-[.+$
2b87ux q')9^8ot88tؑk^ihi+_<,늌&YMX)i^D,Ft|vԦk87%t'puNP*hjGЀ\&oƁM'nflB!9ޢZD;"uXK^,٦Lc舸N~6ZM`^H0HWS؋I81Hxj[;a)RԲD,5M^5}(lZEs4џFd9#CݦIyx(v]ʏCdW|͔ϋOKU"vW~fu=Zf_fc{c,K$Ii&'I jJM'A
lY-!4wYbs˻:G0KC
!`b0$KjelIT1< uTZbs6ʸqLf<)a#9gqEhoKÊbʉD^<KlnމWyj*րWʏkP/rSoA,5rnĊزW۞ߚuVG߫>V=Ǒr#EShƹbj[0睻* ,oSƅStggdƎoi^CƄ&Z1O0tAʟ~/U_wsw=~vmBCxg+hΩ_UoU~խ+9k*Nnȗc^_twюx+{>stream
xwXSsN`$!l{@ ٢ $@TR)XZԉ(
RZD|y L0V@(#q `= nnWXX0+Зȕ;ѫ R1{Ol (Lγx\䜙/V'LKP0RX~@9k(8u?̰yBOΑr y
<)_Έ"<?_l)
F+s9H
MI #~__ Q$.R$sŅg%f,a6GTLΟEQԖ!/Bſ)EogEA?l kJ^-ؒ \?l{ P&d\EAt{6~/ÇfJq2bFn6g0<8aO"yD|TyE