01089nam0-22003731i-450-9900015003804033210-8218-2951-3000150038FED01000150038(Aleph)000150038FED0100015003820030214d2002----km-y0itay50------baengUSa---a---001yyGlobal analysis: differential forms in analysis, geometry and physicsI. Agricola, T. FriedrichProvidence (RI)American Mathematical Societyc2002xiii, 343 p.cm24Graduate studies in mathematics52Forme differenzialiFisica matematica514.7421Agricola,IlkaFriedrichITUNINARICAUNIMARCBK990001500380403321C-68-(5219578MA1MA158A0537K1053-01Global analysis: differential forms in analysis, geometry and physics377206UNINA01497nam0-2200481---450-99000032822020331620090224113410.088-87755-00-00032822USA010032822(ALEPH)000032822USA01003282220010124d1999----||ita|01 baengIT|||| |||||<<A>> computable general equilibrium model for a transition economyPasquale Lucio ScandizzoSalernoSichelgaita1999162 p.21 cmQuaderni32001Quaderni3Europa orientaleSviluppo economicoTeorie338.943SCANDIZZO,Pasquale Lucio84247ITUNFI20000512990000328220203316338.943 SCA 1 (IEP III 658)26537 G.IEP III00006093300 338.943 SCA258 DISESBKGIUDISESTAMI4020010124USA010939TAMI4020010124USA010941TAMI4020010124USA01105720020403USA011640PATRY9020040406USA011623RSIAV49020090224USA01113420121027USA01154220121027USA01160320121027USA011610Computable general equilibrium model for a transition economy394948UNISAUSA20395