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[Settimanale] Re: Your Pharm4cy 0rder #38394
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22 Mar '07

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[Settimanale] J4eger-LeCoultre repl1ca w4tch at Prest1ge Repl1cas
by Christie Jeffers 21 Mar '07

21 Mar '07

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by Willie Babcock 20 Mar '07

20 Mar '07

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[Settimanale] Your Val1um 0rder #9683401
by Faith Burt 20 Mar '07

20 Mar '07

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[Settimanale] Fw: Avviso Seminario di Analisi Armonica, prof. Peter Sjögren (26.03.07)
by Giulia Curciarello 20 Mar '07

20 Mar '07

SEMINARIO DI ANALISI ARMONICA lunedì 26 marzo 2007 ore 15.00 Scuola Normale Superiore Pisa (Aula Mancini) Peter Sjögren Chalmers University, Göteborg Terrà un seminario dal titolo: "Sull'operatore massimale per certe funzioni di Laguerre" Tutti gli interessati sono invitati a partecipare. La Segreteria della Classe di Scienze _______________________________________________ Settimanale mailing list Settimanale(a)mail.dm.unipi.it https://mail.dm.unipi.it/mailman/listinfo/settimanale

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[Settimanale] Your V1agra S0ft T4bs 0rder #7901514
by Gilberto Huggins 20 Mar '07

20 Mar '07

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[Settimanale] Re: Your V1agra 0rder #582818
by Rosanne Oakley 19 Mar '07

19 Mar '07

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[Settimanale] Re: Your V1agra S0ft T4bs 0rder #8792219
by Ophelia Griggs 19 Mar '07

19 Mar '07

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[Settimanale] Repl1ca for you
by Marcelo Parham 19 Mar '07

19 Mar '07

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[Settimanale] SEMINARIO DI SISTEMI DINAMICI OLOMORFI (e dintorni)
by Giulia Curciarello 19 Mar '07

19 Mar '07

SEMINARIO DI SISTEMI DINAMICI OLOMORFI (e dintorni) Centro di Ricerca Matematica De Giorgi Sala Conferenze Lunedi' 19 marzo, ---> ore 14.30 <--- Carlo Carminati (Pisa) "Linearization of germs: regular dependence on the multiplier" (abstarct in coda) %%%%%%%%%%%%%%%%%%% % Prossimamente % %%%%%%%%%%%%%%%%%%% SEMINARIO DI SISTEMI DINAMICI OLOMORFI (e dintorni) Centro di Ricerca Matematica De Giorgi Sala Conferenze Lunedi' 26 marzo, ---> ore 14.30 <--- Jasmin Raissy (Pisa) "Linearization of holomorphic germs with quasi-elliptic fixed points" %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% ABSTRACT.1 - 19 marzo. [joint work with S. Marmi] We prove that the linearization of germs of holomorphic (or formal) maps with a fixed point in one complex dimension have a ${\cal C}^1$--holomorphic dependence on the multiplier $\lambda$. % The linearization is analytic for $\lambda\in{\mathbb P}^1\C\setminus{\mathbb S}^1$, the unit circle~$\Su$ appears as a natural boundary (because of resonances, i.e. roots of unity), but the solutions are still defined at points of~${\mathbb S}^1$ which lie ``far enough from resonances'', i.e.\ when the multiplier satisfies a suitable arithmetical condition. We construct an increasing sequence of compacts which avoid resonances and prove that the linearization belongs to the associated space of ${\cal C}^1$--holomorphic functions. These are a special case of Borel's uniform monogenic functions, and their space is arcwise-quasianalytic \cite{MS2}. Among the consequences of these results, we can prove that the linearizations are defined and admit asymptotic expansions of Gevrey type at the points of~${\mathbb S}^1$ which satisfy a uniform version of the Brjuno condition first introduced in \cite{Ris}. The regular dependence on the multiplier holds also in the formal ultradifferentiable case considered in \cite{CM}.} ABSTRACT.2 - 26 marzo > "Linearization of holomorphic germs with quasi-elliptic fixed points" > > Abstract: Let f be a germ of holomorphic diffeomorphism of \C^n > with the origin O as quasi-elliptic fixed point, i.e., so that the > spectrum of df_O contains 0 < s eigenvalues satisfying a Brjuno > condition. We shall give sufficient conditions for the holomorphic > linearization of f valid even when s< n. > _______________________________________________ Settimanale mailing list Settimanale(a)mail.dm.unipi.it https://mail.dm.unipi.it/mailman/listinfo/settimanale

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