# Lecture 22 - Serlverce on J \$qErl'afior^s(a,c) re Lecfu -l...

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Lecfu re -l 'J Serlverce on J \$qErl'afior^s Defr.'. A ,fquewe ri a *he tet af inJegert o ,felS. ^IAe *er- (a,c) 4lnclir;6 frow, ,a 5e65g* of (vswW 5o, r,2,g,. ..7 o, 5.r,2,3,.,?) +, an if *le in<,ge o'F *he i nleger D, Eo'. a, So =3raz=6 reb-lztQl=24 ai =E Xen-, Geome-furc P(oCessat iltcx S|cr,,ne| Online pp6vcLoypdo" & f,n4{ Squencea, I rl,2J,St8tWt. .. F;b *:6.c7,r seTuence- Urn nrc, 'rH4 EX1,3+6 +l>+e-4 +he, harj=+ ,t bombevs/ And r€6t e ^ .l 7 ,J x?- J=o A 3x2+4 ,{-3-+-t P) ( bv )ndoshan eX-ceryrq art raj I = t ard \,| =l Proo\$ '. Lou Id Pfcsue Dtrec* PrrpF z ^'a Le+ )= € c=o l-lt en at i+l .S=t 0rd S +a r^+,-a Re:t^r*n^u3 [t11) 5 a'(n*' 'a. |ou'.5'- Q.rttt-a ---V-t -

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Defn'. The Sets A rf crnd only fF &o^ A .to B. Defn 1 A ee+ *1ta+ is 6vdtwl,'1v C].5 +\e qnd B have*he S4^a 6rdfirtl;71 'Jhere rs a Qne-'lv orE Corvespondene a finih te+ of T EO., 2 ) otd,' 3.n o,d1t, ot has *he sane &-cirnat flfinStc.'a Ol reaL fir,rrrf,er5 lf Ej'.1\u [;t EX'. -Ihe -P t CovnbbE. Jf on{itnt+e ls1 = 7Y, A _ ltea ,ttott e6r# Lethrcf lebtuob1s, W 4lxyf h lai Qvnlable rl ,gd bfu. (htatfiove, Se* o, 5?r,aves 15 Counjablei tA14,-Jae r4)16,. .,- Se'| g{ Positrc .q)tanob 13 coun",cb,b 3 +t st t ... tr. a4-f, 4 I 3 4 ( t!. tt4 n ,r, Lt, 0 a 49"t hVnbers betrl. .,een O qnA I Are

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## Lecture 22 - Serlverce on J \$qErl'afior^s(a,c) re Lecfu -l...

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