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Table des matières de ce fascicule | Article précédent | Article suivant Ecalle, Jean; Vallet, Bruno
Intertwined mappings. Annales de la faculté des sciences de Toulouse, Sér. 6, 13 no. 3 (2004), p. 291-376
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[Ce] Cerveau (D. ). - Une liste de problèmes, in Ecuaciones Diferenciales , Univ. Valladolid, p. 455-460 (1997). [Co] Cohen (SD. ), Glass (A.M.W.). - Composites of translations and odd rational powers act freely. Bull. Austral. Math. Soc. 51, no. 1, 73-81 (1995). MR 1313114 | Zbl 0839.20035 [E1] Ecalle (J. ). — Les fonctions résurgentes, Vol. 1, Algèbres de fonctions résurgentes, Publ. Math. Orsay (1981).
Article | Zbl 0499.30034 [E2] Ecalle (J. ). - Les fonctions résurgentes, Vol.2, Les fonctions résurgentes appliquées à l'itération, Publ. Math. Orsay (1981).
Article | Zbl 0499.30035 [E3] Ecalle (J. ). — Les fonctions résurgentes, Vol. 3, L'équation du pont et la classification analytique des objets locaux, Publ. Math. Orsay (1985).
Article | MR 852210 | Zbl 0602.30029 [E4] Ecalle (J.). — The acceleration operators and their applications , Proc. Internat. Cong. Math, Kyoto (1990), vol.2, Springer, Tokyo, p. 1249-1258 (1991 ). MR 1159310 | Zbl 0741.30030 [E5] Ecalle (J. ). — Introduction aux fonctions analysables et preuve constructive de la conjecture de Dulac, Actual. Math., Hermann, Paris (1992). MR 1399559 [E6] Ecalle (J.). — Six Lectures on Transseries, Analysable Functions and the Constructive Proof of Dulac's Conjecture, Bifurcations and Periodic Orbits of Vector Fields, D. Schlomiuk ed., p. 75-184, Kluwer (1993). MR 1258519 | Zbl 0814.32008 [E7] Ecalle (J. ). - Cohesive functions and weak accelerations , J. Analyse Math., Szolem Mandelbrojt Memorial Volume , Vol. 60 (1993). MR 1253230 | Zbl 0808.30002 [E8] Ecalle (J.). - Recent Advances in the Analysis of Divergence and singularities, Normal Forms and Hilbert's 16th Problem, Yu.S.Ilyashenko and C.Rousseau ed., Kluwer (2003). MR 2083246 [E9] Ecalle (J.). - A Tale of Three Structures: the Arithmetics of Multizetas, the Analysis of Singularities, the Lie algebra ARI, in: Differential Equations and the Stokes Phenomenon, eds B.L.J. Braaksma, G.K. Immink, M. van der Put, J.Top, p. 89-145, World Scient. Publ. (2002). MR 2067332 | Zbl 1065.11069 [EVI] Ecalle (J.) , Vallet ( B.). - Prenormalisazation, correction, and linearization of resonant vector fields or diffeomorphisms, Prepubl. Orsay (1995). [EV2] Ecalle ( J.), Vallet (B.). - The arborication-coarborification transform: analytic and algebraic aspects, Ann. Fac. Sci. Toulouse, XIII (4), 2004.
Numdam [Ep] Epstein (D.B.A. ).— Almost all subgroups of a Lie Group are free, J. Algebra, 19, p. 261-262 (1971). MR 281776 | Zbl 0222.22012 [F] Faucheux (Y. ). - L'équation 'sandwich', Mémoire de D.E.A. , Paris (1995). [G] Glass (A.M.G. ). — The Ubiquity of Free Groups, The Mathematical Intelligencer, Vol. 14 n°. 3, 57 ( 1992 ). Zbl 0791.20001 [H1] VAN DER Hoeven ( J.). - Automatic Asymptotics, Ph.D. Thesis, Ecole Polytechnique, Fr. (1997). [H2] Van Der Hoeven ( J.). - A differential intermediate value theorem , Prepub. Math. Orsay, 2001. An abridged version appeared in: Differential Equations and the Stokes Phenomenon, eds B.L.J. Braaksma, G.K. Immink , M. van der Put, J.Top, p. 89-145, World Scient. Publ. (2002). MR 2069218 [H3] VAN DER Hoeven ( J.). — Complex transseries solutions to algebraic differential equations, Prepub. Math. Orsay (2001). [LS] Lyndon and Schupp. — Combinatorial group theory, Ergebnisse 89, Springer (1977). MR 577064 | Zbl 0368.20023 [T] Tits (J.). — Free subgroups in linear groups, J. Algebra, 20, p. 250-270 (1972). MR 286898 | Zbl 0236.20032 [W] White (S.). - The groups generated by x ↦ x + 1 and x ↦ xp is free, J. Algebra, 118, p. 408-422 (1988). MR 969681 | Zbl 0662.20024
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