CRM: Centro De Giorgi
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Local holomorphic dynamics

Partially supported by: Istituto Nazionale di Alta Matematica, Università di Pisa, Università di Roma Tor Vergata, Università di Firenze, GNSAGA, IMPA - Rio de Janeiro

22 January 2007 - 26 January 2007

Documents

here you can find a picture of the participants in the conference

abstract (seminar: Normal forms of commuting singular holomorphic vector fields with linear parts having Jordan blocks)

brochero.pdf (seminar: Invariant varieties for a dicritic diffeomorphism in (\C2,0))

cerveau.pdf (seminar: Theoreme de Froebenius sur les espaces singuliers)

ecalle.pdf (seminar: Some general methods in local holomorphic dynamics: Survey + Examples + Update.)

Feng.Rong.pdf (seminar: Local Dynamics of Quasi-Parabolic Germs)

gramtchev.pdf (seminar: Normal forms of commuting singular holomorphic vector fields with linear parts having Jordan blocks)

guillot.pdf (seminar: Holomorphic actions of PSL(2,C) on complex trheefolds)

inou.pdf (seminar: Parabolic and near-parabolic renormalizations in complex dynamics)

molino.pdf (seminar: The dynamics of maps tangent to the identity in $\C2$ and with non- vanishing index)

On local structure of singular foliations in higher dimensions (seminar: On local structure of singular foliations in higher dimensions)

Pereira.pdf (seminar: Infinitesimal Automorphisms of Webs)

Ribon.pdf (seminar: Non existence of convergent normal form for general germs of unipotent diffeomorphisms)

sauzin.pdf (seminar: Resurgence of parabolic curves in C^2)

Semi-complete foliations of saddle-node type in dimension 3 (seminar: Semi-complete foliations of saddle-node type in dimension 3)

Semi-parabolic implosion in dimension 2 (seminar: Semi-parabolic implosion in dimension 2)

Shishikura.pdf (seminar: Applications of Parabolic Renormalization)

Topological aspects of singularities of holomorphic foliations in the plane (seminar: Topological aspects of singularities of holomorphic foliations in the plane)

YoGr2006.pdf (seminar: Normal forms of commuting singular holomorphic vector fields with linear parts having Jordan blocks)