427K-10.1 - (0 m0~PomE Boerg ValWL Friang y ‘ 1‘ gunfiagj Paotj 61“(4 Q<X<€> ‘(30%o(Mg g 9(Haws Pmbbun W 0°me wTHx I‘V‘P

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Unformatted text preview: (0.! m0~PomE Boerg ValWL Friang y ‘ / 1‘ : gunfiagj + Paotj +61“) (4 , Q<X<€> ‘ (30%): %o / (Mg): g. 9%de (Haws. Pmbbun W 0°me wTHx I‘V‘P qt! + FCOC) quvus :30)” g”): 9‘” (AWFW o horfloazngoug g { g"+Pco<)q’+ qm%=~c§ Some 4m 3M? E51 +2: 94%? / %€°>:~~/ W“ Wane? '2: YL+Q=O :3 V‘zific eveonlétjtcymsNZX)+Qz(9m\12)<) gtom 0‘ 99ng+ 02 WW =l =% at} ( O (jffi'):o (2‘ COSQW)+013T“ (m):0 6—) (‘03 2. + C2 3% (myzo C _ _‘ 09.. ' 9'— S‘MCETF) =1 «- cfihfiw) U}: cog(@x)~ Wm) Wfixkufiufiw Char Q1=~YL+ \= g TZiL (2:91 So\ : Q 009x + olsmx (4(0):) (C. gq§(_0+Co.SW:O:\ 2? C‘: %Cv)10\ Q COST—F +Ca§jfiulTZm =1} ~—_C‘: .4 ‘ P E at: ~\ / Q4:\, Dogarme' L‘: CosX—FSgS’MX r'mfiquely Mom)! sols If‘ Rib] / (\0 C71. CL fl (\0 fig) @ t: @4030 @WO ><C. _U )5 0K ( COST]— (9: P“ V A K b To OWN Q, Ca = ‘5 30mm [Wrath W2— 9)’ CM” A1?) % WWW Q CZ (Lei A :0 g 9% no goluh’fin W "NWT—de Many 9mm; A x 2 o H COSO 3M 0 (099(in gm WT N: 2 \ . ludm <2) {3; «mm . I? X D Emem., ( IXZO Tswemygo‘ *Frr h9m0‘esgr. ;% arm:er goth?“ “fir nonhomO‘ BM E9 Hume ’«S nwwfmhfl sol. % “Emu no Sol. or “Namely many 80‘. “W CW9?“de nonkomo BA/‘P, ) C; $W£Tr)20 kJ SWL Ne mm Wick/:7 {34v WWW/mil @Wcm C;#:=O, 22> SWWCO )UTF:‘YLTT 1°“ “WW” #2“ M ~ 2 [° MkQ. J”— : Q‘L‘T :wyossrb LQ. k)n omlmlrjhu A .. omnmfi... .137“- ...
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This note was uploaded on 11/28/2011 for the course MATH 427K taught by Professor Delallave during the Fall '11 term at University of Texas at Austin.

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427K-10.1 - (0 m0~PomE Boerg ValWL Friang y ‘ 1‘ gunfiagj Paotj 61“(4 Q<X<€> ‘(30%o(Mg g 9(Haws Pmbbun W 0°me wTHx I‘V‘P

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