Formalas

Pagina 1

FASTFACTS I. ESERAZISvuecurve T: IER→ [email protected]) - CHWSAse: Ha)= He) µtH/=✓x't't+y't - REGOLAREte: 8TH=/a ft, trannedghiestremi a- Lvnsitezza:#J'k)/dt- KB=/yKf(Ky)ds µb - INEGAVEAtseat: If . ds=/, flat)|I'Hyatt hereevenrgdarelaprdrametrittstioneILH 2. FUNZIONI2VANABHf.IR ' - R #I DOMWD, SEGM|Sefacile), ZERI, GMWVITA' #2 UMITIPERSTUDIOGMINUTA' INPUMIDVBBI #3DERHMFEPARZTAH6NRtstrlziemAholeY=P(SohoContinue?) #4DIFFERENHABNTA' e GM.name(punt' critic) #5DERIVATESECONDEEMATRICEHESSIANA ↳Suiusiewivmaoletirestring. lestudiodellafunzioneallauna. #6WmusvahtNAIMAPmlChtill 3. CAMHVEFOAAUE. Rh→Rm #1DOMINO #KRETAZIONAHTA' tyfyt=?ff÷ekD=kmplicementibnnessoerGNSERVAHVO #POTENHAUE: metedhtegbliU=/FydxeU:/Fzdyunison Hl%y)=Ekis) Louts)- UHLa..frFdxtfzdy axttttyutElx,y)⇒ labftxhtlhittldtt. . . . DinoSTRAWN. Sefe' differentiableInsco, allorae' Continuain2.. #I Dimostrazionetizzy. feel= life,±. IfleekIf(x- ko)t o(x- xo)- - f(Io) #2 AcaperToEIR" e512f:A →IR,differentiableInKoEA. AlteraseIe'unaqualunqueokrezione InIR" fat- - is),ferderivableinIoSecondhedinaronekerights: Duffee)- - Tff(ke)- I Drmostrazionefeel.. fix.)+Tlffzc.,. (±- Eo)+ olla- x.I)perI→Io I-- Eette→fleette).. fc2.ltTHE.)te totty) pert-0 Deffz.)= life, Hao-7¥ - fun= life, Dff'te) teto H)= luka = life, BiffedItHIT= Effed. I and. • . fdifferentiabileinIo IF3• Dyflee)=Dflex.) .ee/l7fpeol/./v/-asd=/RffZel/6sdDyffeoIe' MASSIMOSeGsd. a,quinol4=0, DfE)HIeantostubverse. DefIko)e' MIMMOSeGsd. - 2, quindiD=IT, Dfl't e)HEeGnverseopposite. #4SlaAunapertoER's esheEeCIA)unCamporeiterateconservativein. A. AltieriEe. IRROTAZLONALEinA. DimeStazioneSeEer Conservative⇒7V- - Ula,y,z)talecheDU-- E, woe Ux= Fa, Uy= Fz,Uz= Fs (teeSchwarz) Fz×= µy)×= Uyx= Uxy= Fay CONSERVATNO 1¥::'t:*::::::*:¥;→¥÷÷÷: n. IRROTAZIONAVE iIK rotE-. sxoy2z= I(Bay-…