continue as o injective fly = ( fo Itt . ,fn - ft ) ) , - PDF document

f : IR → Rn continue as § ° ° o injective × fly = ( fo Itt . ,fn - ft ) ) , filth . . : IR → IR fi - ' l . .tn f- HI - ( lit , t ? . . T VANDER MONDE . - can G , s a z s . . - f Can ) lin indep ⇒ f Ca , ) . 1¥ . .÷÷"÷÷t¥ : : : :p → .

⇒ . . Am Eln ] Flakey A , . uniform family # ( I Aikkl C- ifj ) ( I Ain Ajhl ) men - Claim : incidence vectors . indep tin € Rn ⇒ men . Er . - y .am , .it/ek:..!/detG.- G- ( Hong > % " ! ( Kt Ca - Dl ) ( k - G : det GFO ⇒ bin indep Easy dir

wenn II Hail , odd n L even ⇐ FE 4¥ M . \ I : + ⇐ he :# ntl ¥¥¥¥ ' ntl art urn

n ( EY STIRLING n ! 's . En ⇒ n ! KEY eeertu ally ' n ! HEY - th o et = E I k ! ← ⇒ = EE " e k !

Uniform family subsets of set V of - And F - ft , all the - . same size - arif I Hit k K F E ← not the oats fiuteproj.plaaek-aiffam.TL " " of order n k E Steiner triple system STS 3- unit

corny subsets K - subset - A- Eff ) - ECIANBI ) B Eff ) sample space . ( rf=( II. (f) EHiyit-PCic.tt nicest r=fHx7:a¥¥ ; i.CAT/Z=lAnB/iEBYiZ--E..XiYiiEAnBXiYiE--EI.f--' I Ind .

.io#isEEoiiX--EYij ¥¥ : :* i → . . ! :P " ¥ f- ( i )=fCj ) (3) terms ELN --EEC ⇒ EPCh=¥H] - - - - E Hifk -121 I collision FEEha.pl#+ogIYjk4 ± → =

l L l f IM :=N ' Int { * ⇐ t.ee#DYtI*oFEn* ¥ not ① f ' incident , t v s s atb ? T s ? b/c att I - I Corr . between lines thru x on l and pts