Independence of hyperlogarithms over function fields via algebraic combinatorics
35 Pages
English
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Independence of hyperlogarithms over function fields via algebraic combinatorics

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35 Pages
English

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Independence of hyperlogarithms over function fields via algebraic combinatorics Matthieu Deneufchatel, Gerard H. E. Duchamp, Vincel Hoang Ngoc Minh, and A. I. Solomon Laboratoire d'Informatique de Paris Nord, Universite Paris 13 67ieme Seminaire Lotharingien de Combinatoire, September, 18-21 2011

  • ds0 s0

  • lipn - universite paris

  • function fields via algebraic combinatorics

  • let a0


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IndependenceofhyperlogarithmsoverfunctionfieldsviaalgebraiccombinatoricsMatthieuDeneufchaˆtel,Ge´rardH.E.Duchamp,VincelHoangNgocMinh,andA.I.SolomonLaboratoired’InformatiquedeParisNord,Universite´Paris1367ie`meSe´minaireLotharingiendeCombinatoire,September,18-212011
.MOutline123eDenIntroductionDefinitionKnownresultsEncodingDifferentialequationTheoremsandapplicationtohyperlogarithmsufcaˆhetl(LIPN-nUievsrie´taPirs31)IdnepednecnefoyHpelrgoraihtms901/-8122/1012/02
.MOutline123eDenIntroductionDefinitionKnownresultsEncodingDifferentialequationItnorudcitnoTheoremsandapplicationtohyperlogarithmsfucaˆhetl(LIPN-nUievsrie´taPirs31)IdnepednecnefoyHpelrgoraihtms901/-8122/1013/02