10 A. MAPKOB'i,. 



§ 4. OcTaHOMMCii na AiaTeiiaTHiecKOMTi oatnAaiiin nepBoii ctciiciiii 



x„ 



na, 



mo6bi HaiiTH hhcjio a. 



3to MaTeiviaTHqecKoo omnAanie, cor.iacno uamnwL BbiBOAawi, Bbipawaexca K03<i>*nu,icn- 

 tomt> npn z n hi, pa.3Jioatenin no B03pacTaK>mnMi CTenenaMt qnc.ia # Tanoii ero 4>ym<u,in 



(13) 



TAi CHMBOJIbl 



f' w=0 (^^e~ aw ) /"(I,.:) r^&KT-") 



F(l,g) 



F(1,b) F(l,s) 



t H=0 {e ,w ) n F u=n (e ,ee ) 



03HaHaK>n COOTBBTCTBeHHO 3HaieHifl npOHSBOAHblXT) 



df(v",,:c~"") r//-V, ;<;-"") 



n 



du 



dii 



npn u — 0. 



/I,jia H3CJitAOBaHia pa3Jioa<eiiia yKa3amioH <i>yiiKu.in no BoapacTawmnMi CTeneuaMt e mm 

 npeatAe Bcero saiiMeiuca pa3.uoa;eiiieMT) ea na npocif.iiujin Apoon, npn 1 icmi A-ia Hauieii uLjiii 

 Ba>Kno BbiA'feJiHTb rojibKO OAiiy Apo6b co 3naMeHaTejieM-L (1 — zf. 



3HaMeuaTejiaMH iickommxi npocTEHiiiHX'b ApoSefi, oieBBAiio, Moryr-b 6biTb TOJibKo npodbic 

 MHOJKHTejiH u.'EJioii <i>ynKii,in F(l,z). 



Oahhmtj H3T) MUoatHTejiGH *yiiKn,in F(l,z) cjiyatnrt 



TaKii KaKi> ea 3iiaMcuie npn z = 1 BbipaaweTca onpeAtjinrcioMi 



V — 1 , p\ 



2, i — i, 



p 

 2 



KOTOpblH BT> CHJiy OCHOBIlblXT. yCJIOBM 



p -t- q -+- r = p -+- q 



'i a a , 



p -+- q -+- r =1 



paBeni nyjao. 



06pam,aacb kt> ApyruMi) npocrbiMt Muo?KnTejiaMT> <&yHKn,in F(l,s), nojoawMi. 



(14) 



F(l,z) = (l—z) (\ - Vl z) (\ -y 2 z); 



