International audienceWe study the class of parabolic Dulac germs of hyperbolic polycycles. For such germs we give a constructive proof of the existence of a unique Fatou coordinate, admitting an asymptotic expansion in the power-iterated logarithm monomials
The framework of the subject is algebraic geometry, more precisely we are interested in the behaviou...
International audienceIn this paper, we prove that fractal zeta functions of orbits of parabolic ger...
This monograph grew out of the authors' efforts to provide a natural geometric description for the c...
International audienceWe study the class of parabolic Dulac germs of hyperbolic polycycles. For such...
International audienceThis paper gives moduli of analytic classification for parabolic Dulac germs (...
International audienceWe consider a class of power-logarithmic germs. We call them parabolic Dulac g...
International audienceIn a previous paper [P. Mardešić and M. Resman. Analytic moduli for parabolic ...
Given a C∞ family of planar vector fields{Xˆ µ}ˆ µ∈ ˆ W having a hyperbolic saddle, we study the Dul...
International audienceWe prove that a hyperbolic Dulac germ with complex coefficients in its expansi...
This paper studies the dynamics of the family lambda sin z for some values of lambda. First we give ...
International audienceDulac series are asymptotic expansions of first return maps in a neighborhood ...
The present thesis is dedicated to two topics in Dynamics of Holomorphic maps. The first topic is d...
International audienceWe introduce several classes of polytopes contained in [0, 1] n and cut out by...
We consider a family of planar vector fields that writes as a Liénard system in suitable coordinates...
We study various aspects of tame finite parabolic iterated function systems that satisfy a certain o...
The framework of the subject is algebraic geometry, more precisely we are interested in the behaviou...
International audienceIn this paper, we prove that fractal zeta functions of orbits of parabolic ger...
This monograph grew out of the authors' efforts to provide a natural geometric description for the c...
International audienceWe study the class of parabolic Dulac germs of hyperbolic polycycles. For such...
International audienceThis paper gives moduli of analytic classification for parabolic Dulac germs (...
International audienceWe consider a class of power-logarithmic germs. We call them parabolic Dulac g...
International audienceIn a previous paper [P. Mardešić and M. Resman. Analytic moduli for parabolic ...
Given a C∞ family of planar vector fields{Xˆ µ}ˆ µ∈ ˆ W having a hyperbolic saddle, we study the Dul...
International audienceWe prove that a hyperbolic Dulac germ with complex coefficients in its expansi...
This paper studies the dynamics of the family lambda sin z for some values of lambda. First we give ...
International audienceDulac series are asymptotic expansions of first return maps in a neighborhood ...
The present thesis is dedicated to two topics in Dynamics of Holomorphic maps. The first topic is d...
International audienceWe introduce several classes of polytopes contained in [0, 1] n and cut out by...
We consider a family of planar vector fields that writes as a Liénard system in suitable coordinates...
We study various aspects of tame finite parabolic iterated function systems that satisfy a certain o...
The framework of the subject is algebraic geometry, more precisely we are interested in the behaviou...
International audienceIn this paper, we prove that fractal zeta functions of orbits of parabolic ger...
This monograph grew out of the authors' efforts to provide a natural geometric description for the c...
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