Multiple zeta values and periods of moduli spaces M 0 ,n ( R )
2009110 pages
Published in:
- Annales Sci.Ecole Norm.Sup. 42 (2009) 371
e-Print:
- math/0606419 [math.AG]
View in:
Citations per year
References(87)
Figures(0)
- [An]Une introduction aux m otifs, Panoram as et Syntheses 17, S.M.F.,Paris(2004)
- Y. Andre
- [Ao1]oto,Fonctionshyperlogarithm es etgroupesde m onodrom ie unipotents,JournalFac.Sci.Tokyo,25 (1978),149-156
- K.Aom
- [Ao2]oto,Addition theorem ofAbeltype for hyperlogarithm s,Nagoya M ath.Journal,88 (1982),55-71
- K.Aom
- [Ao3]oto,Specialvaluesofhyperlogarithm sand lineardi erenceschem es, IllinoisJ.M ath.34,no.2 (1990),191-216
- K.Aom
- [Ar]The cohom ology ring ofthe coloured braid group,M at. Zam etki5 (1969),227-231
- V.I.Arnold
- [Ar]M ath Notes5 (1969),138-140
- [B]M onodrom ie dessystem esdi erentielslineairesa p^olessim ples sur la sphere de Riem ann,Sem.Bourbaki,(1992-93),no.765
- A.Beauville
- [Be]A note on the irrationality of (2) and (3),Bull. London M ath.Soc 11,(1979),268-272
- F.Beukers
- [BM]M onvel,Polylogarithm es,www.math.jussieu.fr/~boutet
- L.Boutetde
- [B-S]Corners and arithm etic groups,and appendix: A. D ouady,L.H erault,Arrondissem entdes varietes a coins,Com m entM ath. Helv.48 (1973),436-491
- A.Borel,
- J.P.Serre
- [Bou]Algebre,Herm ann,Paris
- N.Bourbaki
- [Bri]Sur les groupes des tresses,in Sem. Bourbaki1971/2,Lecture Notesin M ath.317 -Verlag (1973),21-44
- E.Brieskorn
- [Br1]Polylogarithm es m ultiples uniform es en une variable,C. R.Acad Sci.Paris,Ser.I338 (2004),527-532
- F.C.S.Brown
- [Br2]Single-valued hyperlogarithm s and unipotentdi erential equations,preprint
- F.C.S.Brown
- [Br3]Periodes des espaces des m odules M 0
- F.C.S.Brown
- [Br3]n et valeurs z^eta m ultiples,to appearin Sci.Paris,(2006)
- C.R.Acad
- [Ca1]D eveloppem entsrecentssurlesgroupesdestresses,Sem.Bourbaki,1989-90,No.716
- P.Cartier
- Asterisque 17 (1989) 67
- [Ca2]Fonctions polylogarithm es,nom bres polyz^etas etgroupes prounipotents,Sem inaire Bourbaki,(2000-01),no.885
- P.Cartier
- [Ch1]Iterated path integrals,Bull. Am er. M ath. Soc. 83,(1977), 831-879
- K.T.Chen
- [Ch2]Extension ofC 1 Function Algebra by Integrals and M alcev com pletion of 1,Adv.in M ath.23,no.2 (1977),181-210
- K.T.Chen
- [dC-P]W onderfulm odels ofsubspace arrangem ents., Sel.M ath.,New Ser.1,3 (1995),459-494. [D e1] P. D eligne, Le groupe fondam ental de la droite projective m oins trois points,in ‘G alois groups over Q ’,Proc. W orkshop,Berkeley/CA (1987), Publ.M ath.Sci.Res.Inst.16 (1989),79-297. [D e2] P. D eligne, Les im m eubles des groupes de tresses generalises, Invent. M ath.17 (1972),273-302. [D e3]P.D eligne,Equations di erentielles a points singuliers reguliers,Lecture Notesin M ath.163 -Verlag (1970). [D e4]P.D eligne,Theorie de Hodge III,PublicationsM athem atiquesdel’IHES, 44 (1974),5-77 [D -M]P.D eligne, D.M um ford, The irreducibility of the space of curves of a given genus,Publ.M ath.IHES 36,(1969),75-109. [D -G]D eligne,P.,G oncharov,A.B.:G roupes fondam entaux m otiviques de Tate m ixte,Ann.Sci.Ecole Norm.Sup.,Ser.IV 38,No.1,(2005),1-56. [D ev1] S. D evadoss, Tesselations of m oduli spaces and the m osaic operad, in Contem p.M ath.239 (1999),91-114. [D ev2]S.D evadoss,Realcom pacti cation ofM odulispaces,NoticesoftheA.M.S 51,No.6 (2004),620-628. [D i]A.C.D ixon,O n a certain double integral,Proc. London M ath. Soc. 2, no.2 (1905),8-15. [D r]V.G.D rinfeld,O n quasitriangularquasi-Hopfalgebrasand on a group that isclosely connected with G al(Q =Q ),Leningrad M ath.Journal2 (1991),No. 4,829-860
- C.De. Concini,
- C.Procesi
- [E]Singularitesnon abordablesparla geom etrie,Ann.Inst.Fourier, G renoble,42,1-2 (1992),73-164
- J.Ecalle
- [F-R]The lower centralseriesofa ber-type arrangem ent, Invent.M ath.82 (1985),77-88
- M.Falk,
- R.Randell
- [Fi1]Irrationalite de valeurs de z^eta [d’apres Apery, Rivoal,..], Sem inaire Bourbaki2002-2003,Expose 910,Asterisque (2002)
- S. Fischler