Postdoctoral Researcher in Complex Dynamics (M/F)
- Researcher in FTC
- 12 mounth
- Doctorate
Offer at a glance
The Unit
Institut Denis Poisson
Contract Type
Researcher in FTC
Working hHours
Full Time
Workplace
45067 ORLEANS
Contract Duration
12 mounth
Date of Hire
01/10/2026
Remuneration
starting from 3,041.58€ gross per month for less than 2 years of experience.
Apply Application Deadline : 24 March 2026 23:59
Job Description
Missions
The person recruited by the CNRS will be appointed to the Denis Poisson Institute (CNRS UMR 7013), located at the University of Orléans. They will develop a research program in complex dynamics, particularly focusing on the following topics: holomorphic correspondences, equidistribution problems, bifurcations, and pluripotential theory.
The recruited researcher will conduct fundamental research in complex dynamics, centered on holomorphic correspondences, equidistribution problems, bifurcations, and pluripotential theory. They will publish in international journals, participate in conferences, and collaborate closely with the researchers and faculty members of the research unit (UMR).
The research will be carried out within the framework of the activities of the Analysis and Geometry team of the institute, with which regular scientific interaction is expected. Close interaction with researchers and faculty members of the UMR will be essential. International collaborations and research visits abroad will be encouraged.
The candidate must have a strong background in holomorphic dynamics in one and several complex variables, as well as in pluripotential theory. Proven research experience demonstrated by publications in peer-reviewed international journals is required. Active participation in international conferences is also expected, reflecting integration into the scientific community of the field.
Activity
The recruited researcher will conduct fundamental research in complex dynamics, focusing on holomorphic correspondences, equidistribution problems, bifurcations, and pluripotential theory. They will publish in international journals, participate in conferences, and collaborate closely with the researchers and faculty members of the UMR.
Your Profil
Skills
Scientific output: publications in peer-reviewed international journals.
Scientific communication: active participation in international conferences and seminars.
Collaborative work: ability to interact closely with researchers and faculty members of the UMR and to contribute to collective projects within the Analysis and Geometry team.
Autonomy and initiative: ability to develop new research approaches and methods.
A good command of scientific English, both written and spoken, is required.
Your Work Environment
The Denis Poisson Institute is a laboratory in mathematics and theoretical physics, located on two sites in Orléans and Tours. It brings together approximately 90 permanent faculty members and researchers, around 30 PhD students, teaching and research assistants (ATER), and postdoctoral researchers, as well as about ten administrative and technical staff members supporting teaching and research activities.
The institute's research activities are organized around four thematic teams: Theoretical Physics, Partial Differential Equations, Modeling and Simulation, Probability, Algebra, Combinatorics, Ergodic Theory and Statistics, Analysis and Geometry
Compensation and benefits
Compensation
starting from 3,041.58€ gross per month for less than 2 years of experience.
Annual leave and RTT
44 jours
Remote Working practice and compensation
Pratique et indemnisation du TT
Transport
Prise en charge à 75% du coût et forfait mobilité durable jusqu’à 300€
About the offer
| Offer reference | UMR7013-LUCKAU-001 |
|---|---|
| CN Section(s) / Research Area | Mathematics and mathematical interactions |
About the CNRS
The CNRS is a major player in fundamental research on a global scale. The CNRS is the only French organization active in all scientific fields. Its unique position as a multi-specialist allows it to bring together different disciplines to address the most important challenges of the contemporary world, in connection with the actors of change.
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