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KO 11.11.16 Beuwhunefua In are tirbnlatoa f- ecird Be ,u ) kauu man analog a Def , 2.3 ! eh Renohaluttwk Df obfiminn via ( tact ) a At fa < na Ee At fa > ea wit Rendnalhepetitaku Ia := ua . fa that : aett Ia⇐ : = fa - la tact :←aeAf und fendnalhoskn Ea : - aa that := - q tact

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  • KO 11.11.16

    BeuwhunefuaIn are tirbnlatoa f- ecird Be ,u ) kauuman

    analog a Def ,2.3 ! eh Renohaluttwk

    Df obfiminn via ( tact )

    a € At ⇐ fa < naEe At ⇐ fa > ea

    wit Rendnalhepetitaku

    Ia := ua . fa that : aettIa⇐: = fa - latact :←aeAf

    und fendnalhoskn

    Ea : - aa thatE£ := - q tact

  • sah-2.LI fe Circ (D) em ) istgeuandan line c- hosteuuiunale Zikulaton

    ,

    hewn It heinen kms wgalw E- Largehat

    .

    Deny • 1st

    d,

    ⇐ At in kts in Df ,so ist F : = aug ( f ,a , aapk

    ) ) eiehvhnlalia WL

    ( c ,FI = ( qf ) + ¥ (G) .• Umghehn indwtinn f. f- eaicc Die ,n )

    in Zuhnlalion ¥ER¥ ml :tfaet :

    Tales

    fa<Fa : §a÷fa . Fa ,¥e :-O

    Falls fa > Ia : Fei - Fifa ,§a÷oa

    Soust :Fa.=¥g, :-O

    [ Weef-feher (KHDD ]

  • mile, F)to ,F-f)=GtT- Git )

    • da l⇐ Fen it,

    it ¥'

    Af

    sogreue hthablioa in Df .

    • Had, fate 2.18 gilt es Khin

    C, ,

    ...

    ,Cee s At und A , , ... ,Ae > Our

    ¥a,

    = ,¥a: .xk ;) r. 1st elf ) < off ) , so istfc, F to ,

    ÷so QU e , al .

    ( Etts Fat)

    Uugnka ein it Ltd ul

    ( E ,X( 4. 1) < 0 . as

  • keeled fearaldieir ) istgeuadauu line C- hosteumuwale Zvhelatoa

    ,

    nun is in Dt en E- Potential gilt ,d. b.

    , gleandahn

    ,hen TERV enshil

    ul :

    V-a=(yw)eA:

    Ca 7 Iw - I fa< naca 7 Tv - Tw f a > la

    Due Kor . 2.48 shell uaa and asden Saha von komplemeaten Schlepp

    £win tkif ) : KHDI .f=0 , e. ftu } .

    ka.2.5O_ : Tv ganiaahlg Shanker line ZAhel da , ten - Cost . Circulation Problem

    imw line ganaallp Opliuallosng( hen es iibvhapl ein Losing hat ) .

    Bet : Alg . 2.49 hat i. A. him polynomialin do Gigahlehy besdaehkban Lanftil .

  • Leu.2.5l_iIlTERVuuddeRAurduw-CvwtlTw-TuVTYyEATvcla-CatIw-TvTw@a-OagibrECci1.E

    ' (d) fmalkKuse Cie # in §

    '

    .

    ← ,

    D

    ←@a-p@a= fit

    Ee = - a

    €a⇐ = - da = - Ca - itvttw