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-HiHI lemme 6.65 II. it Bontehrnni 6. 69 to - HI , ) t ( Iz ) (E) - PDF document

Feb 07, 2024 •35 likes •135 views

simple proof 6.71 f :[ n ] ( 57 surj + Eli MET -HiHI lemme 6.65 II. it Bontehrnni 6. 69 to - HI , ) t ( Iz ) (E) - t . . . fifth iii. it Hi this . = - - Birthday paradox EH " i : - K - gin qrn - K - off ) egspsqcl Pal . P

  1. simple proof 6.71 f :[ n ] → ( 57 surj + Eli MET ⑨ -HiHI lemme 6.65 II. it Bontehrnni 6. 69 to - HI , ) t ( Iz ) (E) - t . . . fifth iii. it Hi this . = - -

  2. Birthday paradox EH " i : - K - gin qrn - K - off ) egspsqcl Pal . P - ITH - In )c Irn - ock ) i' ' te P - so ' ' e- Ein nce-csi-a.ee/esIIii#iitEii.e' " then . if as 'z - ( f - a) ( Ithaki -21-22-222=1+24-2-171

  3. - Am C [ n ] A , . . . - Bm B , . Ain Bi =D BUM i. EIH¥B¥ Ain Bj # 0 ' - or of fi ] linear order ( Ai . Bi ) " compatible " r ① toast I cowpat ? Aj B , . ② P given i ✓ comp ra-nd.no *

  4. H - this ⇒ . ) Hadamard 5.55 ⇒ ( Eeg " in . If n3k ( Il ) HtH=nI ortho - a- =L ! ) lseiil-ai.it#EIiTitiiI=rE..HHIExtHII . -7,9¥ Httxll - Ellen -

  5. 6.27 Equiangular lines 4. Vj e- Ices -0 - rill '=2±2asQ # Hui CR scintillate )/z m - • E. 29 mecha ) = - ( bij ) • 6.3 A=kij ) B :c !÷ rkA=r bij-aj.nu#trtH.;..j Glu . . . .ru/--f ' ' - rkm MEH )

  6. - Cag . ) B¥ ) by .=g ? A - ⇒ rkB Eff rkA=r ' ) # Hadamard prod I ' H¥ ) et x-oly-tzd-xoytxoz-A-fv.v-r.vn B=( vid ) . . - v ? ) - r = 24 ; y Vi . j=l V.iovk-II.jp?VjeVioViSpeihaedbyYioVjz rt l # . - ( z ) ← Is tiler

  7. - - - £9 (8) tf 'd )t( and )t - - . Bcn , d ) - Bla , 2) =tz( ( if Itta - IT ) = = - " - (5) it G) xt( 2) x 't . . . C ! x 2=1 : - f × B ( n , 3) I = - Iti Bz 't ↳ Htt )ht( Hw ) O - cities ) TT 's ⇒ I ' w3 ← co - d. / Bln , d) = # Entail " - jo w primitive dth roof of unity

  8. Blai37-foYtfgItffIt.i_tzfItCltwItCituTY@E.E.t - - - Fleet II ( Blast o ' = 1ltwl- I ¥4 R=f.kHuItCHw5 ) = ( Itil =L fi , -1 - i - ing : RE } , D Iti =

  9. 7. 72 tfalois plane has a polarity s :P → f , L ) ( P bijection . if sit p - l J then - (e) to ( p ) # IF homogeneous coronal . = ( x . x. x , ] to XE - I ~ [ Xx . Xx , 1 × 37 XFO • I [ Pi P2P , ] Ce , e. e , ] Ptl if ' f a E - O I - " • ( p ) :'-( papal 's ] frp.IO

  10. Mt tht t - T .ph?YEIBln.2 Hittite ' ) - pE5(p ) Absolute pts . . p ? tpitp - o - F x2ty

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