Frédéric Protin

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20172026

most citedŁS condition for filled Julia sets in

C

1 citations · 1 across the 5 of their papers we have counts for

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math.CV2019

Dynamics of non cohomologically hyperbolic automorphisms of $C^{3}$

Frédéric Protin

We study the dynamics of a family of non cohomologically hyperbolic automorphisms $f$ of $C^{3}$ . We construct a compactification $X$ of $C^{3}$ where their extension…

math.CV2017

Pluripotential theory on the support of closed positive currents and applications to dynamics in $C^{n}$

Frédéric Protin

We extend certain classical theorems in pluripotential theory to a class of functions defined on the support of a $(1, 1)$ -closed positive current $T$ , analogous to plurisubharmonic…

math.CV2017★ 1 cited

ŁS condition for filled Julia sets in $C$

Frédéric Protin

In this article, we derive an inequality of Łojasiewicz-Siciak type for certain sets arising in the context of the complex dynamics in dimension 1. More precisely, if we denote by…

Dynamics of non cohomologically hyperbolic automorphisms of C3

Pluripotential theory on the support of closed positive currents and applications to dynamics in Cn

ŁS condition for filled Julia sets in C

Dynamics of non cohomologically hyperbolic automorphisms of $C^{3}$

Pluripotential theory on the support of closed positive currents and applications to dynamics in $C^{n}$

ŁS condition for filled Julia sets in $C$