01143nam2-2200337---450 99000210699020331620200220124334.0usup a-n. e.it rear (3) 1798 (A)feiSA0186000210699USA01000210699(ALEPH)000210699USA0100021069920041025d1798----km-y0itay0103----bafreFRy|||||||0zzyy yyya<<Tome 11>>: Cours d'études pour l'instruction du prince de Parmehistoire ancienne, tome IIIA Parisde l'imprimerie de Ch. Houel1798[4], 644 p.8°Segnatura: [π]² 1-40⁸ 41²0010002106772001Oeuvres de CondillacFranciaParigiCONDILLAC,Étienne : Bonnot de<1714-1780>375211 Houel, Charles Louis[editore]ITsalbcISBD990002106990203316XV.2.D. 95 11 (FC VIII E 1/11)8641 F.C.XV.2.D.401324ACUOMOCours d'études pour l'instruction du prince de Parme1036909UNISA01115nam2-2200385---450 99000064081020331620240313090924.00-387-90123-X0064081USA010064081(ALEPH)000064081USA01006408120010926d1953----km-y0itay0103----baengUS||||||||001yyLinear AlgebraIINathan JacobsonNew YorkSpringer-Verlagc1953280 p.24 cmGraduate Texts in Mathematics310010003153472001Graduate Texts in Mathematics31Lectures in Abstract Algebra512.JACOBSON,Nathan12250ITsalbcISBD990000640810203316510 GTM 312647 CBS51000108951BKSCIPATTY9020010926USA011116PATTY9020010926USA01112020020403USA011713PATRY9020040406USA011644Linear algebra380667UNISA00972nam1 22002893i 450 VAN0028320920250130112531.54820241120g20212023 |0itac50 baengSG|||| |||||i e bTwo-Dimensional Quadratic Nonlinear SystemsAlbert C. J. LuoSingaporeSpringerHigher Education2021-20232 volumiill.24 cm001VAN002832102001 <<Vol. 2.: >>Bivariate Vector Fields001VAN002859182001 <<Vol. 1.: >>Univariate Vector FieldsSGSingaporeVANL000061LuoAlbert C. J.VANV083196720985Higher Education <editore>VANV115224650Springer <editore>VANV108073650ITSOL20250131RICANVAN00283209Two-Dimensional Quadratic Nonlinear Systems2824552UNICAMPANIA