# Lecture 24 - Ledvre Xt 5olutry Linro relc.l6ns(7 Recwretlce...

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Ledvre Xt+ 5olutry Linro, Recwretlce relc.l6ns (7.?\ Defa . ea =C,aq. I cran-, +.,. +- cr Qn-r iS o Lintur ) homogeras (no ansl*+Ew co\ r€curience rela*ion oF dnveeg [cv /o\ wi]h corvttrt toefifzenk (t+tn^, c\ E1z aa= en-r I er-, i5 an ttlraecc of dqree Q Qn = 3an-s is o; LllRfttc of Jgvee \$ 46 Qn1 cln-, Oo'n-)tnear Qa: 4a-, ll ,rJ ha-| honogetlea.r e6= t\on-, dms p,") haw constn] .ou++,rorn Lcro lt {or Solcdraru o{ *be {orn en =r' 1w illn y7 /Veed '.'en = (r an-t + cze^4 s,'. .. Cyewr . On=tr is a jo6,r.l r an if ln - C,rn-'- C?(n' -.... Cy,Stn-v = o Also nearl +hrs Ja uito44 fvr an+ri (1t"" -c,tt - (z rn-t -... : cr47n'vu o Ltr(rn-(,(n-, -... - r.,n*t) D'v,'rle bi t'-' : tx Crf ,-t -Cz {*-, ...- Cy, = o Thu i5 *t,e 61-,r"or1er brq ? <7v<,,| ton rg[q l. oyr . EX'. on = Aon-r -3on-z De3reu Chwocttv|) t'c EtuorhZn ' 7 " \$. t3 oY (r -}Ifr-D ct 5l rorls q"e r:! on d Tarlt" 6n= ^:l Vn . O.f 4h< rec.lvyence 13 =l =o.n t/ 4 /s^-J 36u') :h,(gn-I).1n-t '3 f3n-'l =3n l\e Sol'.tfrlrn of t{ ore *he Chqr<rc*ey6frc r"ot'S a€ |Ie YccuY\tente r a+n r=3 4<i*1 -ia^n

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## This note was uploaded on 02/05/2009 for the course MATH 2800 taught by Professor Mitchell during the Fall '08 term at Rensselaer Polytechnic Institute.

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Lecture 24 - Ledvre Xt 5olutry Linro relc.l6ns(7 Recwretlce...

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