LDR 02466nam a2200421 i 4500 001 000000435223 003 CaOOAMICUS 005 20181210100519.0 008 181210s2018 enk 001 u eng d 020 $a978-1-107-65563-8$q(Paperback) 040 $aPUG$bita$dclb 084 $a639 F 084 $a654 FM 100 1 $aSpinoza, Baruch de,$d1632-1677$0(Wikidata) Q35802.,$eautore.$0(OLS)http://pug/name/62719 240 10$aEthica ordine geometrico demonstrata.$lInglese.$0(OLS)http://pug/title/515127 245 10$aEthics proved in geometrical order /$cBenedict De Spinoza ; edited by Matthew J. Kisner ; translated by Michael Silverthorne and Matthew J. Kisner. 264 1$aCambridge, United Kingdom :$bCambridge University Press,$c2018. 300 $axlix, 272 pagine ;$c23 cm 336 $atesto$btxt$2rdacontent 337 $asenza mediazione$bn$2rdamedia 338 $avolume$bnc$2rdacarrier 490 1 $aCambridge texts in the history of philosophy 504 $aBibliografia (pagine xliii-xlv) e indice 655 7$aFilosofi di varie altre lingue$xSpinoza Baruch de, 1632-1677.$0(OLS)http://pug/subject/29429 655 7$aFilosofia. Etica$xLibri generali e manuali in inglese.$0(OLS)http://pug/subject/27105 700 1 $aKisner, Matthew J.$d1974-,$ecuratore,$etraduttore.$0(OLS)http://pug/name/237887 700 1 $aSilverthorne, Michael$0(Wikidata) Q109378280,$etraduttore.$0(OLS)http://pug/name/170205 700 12$iContiene (opera)$aSpinoza, Baruch de,$d1632-1677$0(Wikidata) Q35802.$tEthica ordine geometrico demonstrata.$0(OLS)http://pug/nameTitle/5071$0(OLS)http://pug/name/62719$0(OLS)http://pug/title/410871 700 12$iContiene (espressione)$aSpinoza, Baruch de,$d1632-1677$0(Wikidata) Q35802.$tEthica ordine geometrico demonstrata.$lInglese.$0(OLS)http://pug/nameTitle/5072$0(OLS)http://pug/name/62719$0(OLS)http://pug/title/515127 830 0$aCambridge texts in the history of philosophy.$0(OLS)http://pug/title/164959 850 $aPUG 852 $aPUG$W1$xSala Lettura$y1$mS.L. 639 F 20$j573987$B534736$CPUGBibl$Z2$F534736 $H19-1146 $8E 961 $aFILO 996 $6020$a978-1-107-65563-8$q(Paperback)$9(OLS)http://pug/number/126421 996 $6084$a639 F$9(OLS)http://pug/classification/2685 996 $6084$a654 FM$9(OLS)http://pug/classification/23 996 $6245$aEthics proved in geometrical order$9(OLS)http://pug/title/515128