00780nam0-22002771i-450-99000631359040332119980601000631359FED01000631359(Aleph)000631359FED0100063135919980601d1893----km-y0itay50------ba--------00-yy<<La >>scienze du droit en GrecePlaton, Aristote, TheophrasteRodolphe Dareste.ParisLarose et Porcel1893319 p.24 cm340.5Dareste,Rodolphe<1824-1911>138802ITUNINARICAUNIMARCBK990006313590403321IV L 54701FGBCFGBCScienze du droit en Grece655587UNINAGIU0101928nam0-2200361---450 991029606030332120250627121633.0I.I, 4103 a.*. m.l. (3) 1776 (R)feiIT-NA0338: B II 1020181217d1776----km-y0itay50------balatGBa-----------------bb0-------Characteres generum plantarum, quas in itinere ad insulas maris Australis, collegerunt, descripserunt, delinearunt, annis MDCCLXXII-MDCCLXXV. Johannes Reinoldus Forster ... et Georgius ForsterLondiniprostant apud B. White, T. Cadell, & P. Elmsly1776x, [2], viii, 150, [4] p., 1-38, 38a-38b, 39-51, 51a, 52-75 c. di tav.ill. calcogr.4°C. χ¹ contiene errataSegn.: π² a-b⁴ B-U⁴ χ¹. - Ultima carta biancaTimbro ovale: "R. Orto Botanico di Napoli Biblioteca Tenoreana" sul front.IT-NA0338: B II 10Pritzel18722981https://books.google.it/books?id=_FnAgYaaY0AC&printsec=frontcover&hl=it&source=gbs_ge_summary_r&cad=0#v=snippet&q=forster%20&f=falseGran Bretagna.LondraForster,Johann Reinhold71813Forster,Georg<1754-1794>141686White,Benjamin<1.>650Elmsley,Peter650Cadell,Thomas<1.>650ITUNINAREICATUNIMARCVisualizza la versione elettronica in SBNWebhttps://books.google.it/books?id=71QXkp3YhBYC&printsec=frontcover&hl=it&source=gbs_ge_summary_r&cad=0#v=onepage&q&f=false20181217AQ9910296060303321B II 10164DBVDBVCharacteres generum plantarum, quas in itinere ad insulas maris Australis, collegerunt, descripserunt, delinearunt, annis MDCCLXXII-MDCCLXXV. Johannes Reinoldus Forster ... et Georgius Forster1540761UNINA01216nam 22003613a 450 991083295430332120250123132222.0(CKB)5150000000680788(ScCtBLL)d19f9cea-d76a-473c-b7be-a335598a39cd(OCoLC)1000333867(EXLCZ)99515000000068078820250123i20062016 uu enguru||||||||||txtrdacontentcrdamediacrrdacarrierElliptic CurvesJ. S. Milne[s.l.] :[s.n.],2006.1 online resource (243 p.)This book uses the beautiful theory of elliptic curves to introduce the reader to some of the deeper aspects of number theory. It assumes only a knowledge of the basic algebra, complex analysis and topology usually taught in advanced undergraduate or first-year graduate courses.MathematicsbisacshMathematicsMathematicsMathematics.Milne J. S54848J. S. MilneScCtBLLScCtBLLBOOK9910832954303321Elliptic Curves4318541UNINA