activity
20062026
most citedLinearization of holomorphic germs with quasi-Brjuno fixed points

13 citations · 37 across the 23 of their papers we have counts for

collaborators

27 papers

math.DS2026

Parabolic implosion in dimension 2

Matthieu Astorg, Lorena López-Hernanz, Jasmin Raissy

In this paper, we extend the theory of parabolic implosion in complex dimension 2 to the case of holomorphic maps tangent to the identity at order 2. We investigate the bifurcation…

math.DS2026

Non-bulging Fatou components for transcendental skew-products

Tom Potthink, Jasmin Raissy

In this paper, we investigate the bulging of escaping or oscillating Fatou components on invariant fibers for general skew-products, with a focus on the dependence on the perturbat…

math.DS2025

Non-bulging Baker domains for transcendental skew products

Anna Miriam Benini, Tom Potthink, Jasmin Raissy

In this paper we show that Baker domains of transcendental skew products can either bulge or not, depending on the higher order terms. This is in contrast to polynomial skew produc…

math.DS2023

Introduction to Fatou components in holomorphic dynamics

Xavier Buff, Jasmin Raissy

This survey is an introduction to the classification of Fatou components in holomorphic dynamics. We start with the description of the Fatou and Julia sets for rational maps of the…

math.DS2022

Entire or rational maps with integer multipliers

Xavier Buff, Thomas Gauthier, Valentin Huguin +1

Let be the ring of integers of an imaginary quadratic field . Recently, Ji and Xie proved that every rational map $f \colon \widehat{\mathbb{C}} \rightarrow \w…

math.CV2019

Toeplitz Operators and Skew Carleson measures for weighted Bergman spaces on strongly pseudoconvex domains

Marco Abate, Samuele Mongodi, Jasmin Raissy

In this paper we study mapping properties of Toeplitz-like operators on weighted Bergman spaces of bounded strongly pseudconvex domains in . In particular we prove th…