fe
play

Fe P - Ei Iq . > o } - Eitan .co } N' : Eai 's } F={LInPlu( N' I - PDF document

b - an ai FO - b ) h A , - - IE Cn ] P a - . LITTLEWOOD - OFFORD PROBLEM r I rn . P 4936 < s A ERDE 's PAUL : special Case All ai > O : F - { I l za : - b ) En ) c' EI Spenner Fe P - Ei Iq . > o } - Eitan .co } N' :


  1. b - an ai FO - b ) h¥ A , - - IE Cn ] P a - . LITTLEWOOD - OFFORD PROBLEM r I rn .¥ P 4936 < s A ERDE 's PAUL : special Case All ai > O : F - { I l za : - b ) En ) c' EI Spenner Fe P - Ei Iq . > o } - Eitan .co } N' : Eai 's } → F={LInPlu( N' I > II ✓ Sterner

  2. ⇒ NEG 3.53 CORREIA STRONGLY . . Am events ER . , PCA =L Plain Aj )E¥ ME 6 - ind Ii Xi : y = [ Xi Var (4) 20 Uarcy )=§Var( kilt rlxixjl itj

  3. ÷ Cn ] → In ) permutation I → t IT ; ¥ bijection . ! Chief 4 ↳ o > O - Period p ( i. it ) = length of cycle 3- i p (5) = I p (4) =3 =k ) = 's - P ( per ← - III = n ! T = set of linear Cn ] orderings of Pfk ) 31524 TlH,),._# Tgi ) : j EC in order cadet , 4.171535566 → code Cut ( by : IT = code CH , ) =L = k ) =P ( I P ( merch

  4. ↳ Xlt )= # cycles of IT ( 4 Elxlnlnn EH )= lttzttt.r.tt - Hn harmonic number ¥ £ ICE ' ÷ FEE 's 's . . . . → Yi :=¥ , X - EY , ELX )=EEL% . ) n E( Yi )=¥ ( perlis - k ) =L Et kik T N , l babe I l - per h EU ) :& .,÷Hn=Hh

  5. 3. 57 - free :# fixed .pt FFEN even permutations of Cn ] FFON : - odd . . . . . = det ( J - I ) FFEN - FFON - =u5' cm , a' - oiiidsmt l ? . : { if a- I FFEEFFO , 0 sign - l C- ya - det =§sgaCHtTa Ling L DE fever . fears Ir : :3 ? I i in ace to

  6. spanning trees Counting : def a graph in 1848 Kirchhoff resistance electrical circuit I ⇐ Hell =p ,n set of nxu matrices . . , p - B { o B t Ma ( Fz ) , . ) 22h42 # ( 1343=0 - Kei " Izak B - - bj = bi ( BTB ) =L cig so . i ith ed

  7. 2nd solution , I totally isotropic subspace 0 ten of drink in i. e . f- x. y EU ) ( x. y = O ) . En ] → V fi : - ( fu , find B . . . . Mtk Bt B - O # f - " 912% @ % Bsf ( E ] I %

  8. ODD TOWN MAXIMAL SYSTEM CLUB ( Ac I = add . their Ajk even Cn ] ⑧ Case I n odd A - Cn ] take { A } maximal N ( Bl odd [ 1131=1 Baal - even } Cased neng Are - n - I Case 2 Not MAMMAL ⑦ attempt clubs . . . n

Download Presentation
Download Policy: The content available on the website is offered to you 'AS IS' for your personal information and use only. It cannot be commercialized, licensed, or distributed on other websites without prior consent from the author. To download a presentation, simply click this link. If you encounter any difficulties during the download process, it's possible that the publisher has removed the file from their server.

Recommend


More recommend