News

A 18-month postdoc position (assegno di ricerca) is available at the Department of Mathematics “Tullio Levi-Civita” of the University of Padova, within the PRIN project “Stability in Hamiltonian Dynamics and Beyond”.

The postdoc will work on the topics of the project, particularly on: Hamiltonian and non Hamiltonian (e.g., nonholonomic, conformally symplectic, almost-symplectic) systems, including integrability and (extensions of) KAM and Nekhoroshev theories. Billiards and billiard-like systems, including their connection with symplectic topology. Dynamics and stability properties of Hamiltonian dynamical systems with singular potentials, including vortices. Convergence to attractors in dissipative systems.

The Department of Mathematics of Università di Pisa has opened a call for one 2-year postdoctoral position denominated “Stochastic properties of dynamical systems”.

The position is expected to start no later than July 2024.

The deadline for application is January 12, 2024 at 1pm (Italian local time).

All info at: https://bandi.unipi.it/public/Bandi/Detail/5a951824-3113-4ac7-ad49-1b882e6e114f

For further information about the position please contact Claudio Bonanno.

The Laboratoire de Mathématiques Jean Leray at Université de Nantes is advertising a one-year postdoctoral position in one or several of the following fields: spectral theory, microlocal or semiclassical analysis, dynamical systems, probability, mathematical quantum chaos.

Deadline for application: January 31, 2024

All info at: https://www.math.sciences.univ-nantes.fr/~riviere-g/Postdoc.html

A two-year postdoc research position in “Dynamical systems" is available at the Centro De Giorgi - Scuola Normale Superiore in Pisa. PhD students can also apply, provided they obtain their PhD no later than October 1st 2021.

Deadline for application: 11th January 2024 (4PM Italian time). To submit applications please link to the ANNOUNCEMENT and read the OFFICIAL CALL.

Applicants will need to use the PICA procedure by connecting to the following link: https://pica.cineca.it/sns/.

The Department of Mathematics at KTH (Royal Institute of Technology) has announced five PhD positions. Two of these positions are within the area of dynamical systems.

All info at: https://www.kth.se/lediga-jobb/680530?l=en

UPDATE

As previously announced, on the 18th of December the fifth edition of the one-day meeting of the DinAmicI group will take place.

The DAI Day V is organized by Anna Miriam Benini, Mirko Degli Esposti, Simone Paleari, and is hosted by Università di Bologna at Aula dei Poeti.

For all information please visit the website of the meeting. Participants are asked to register by December 4 filling in the registration form.

Program

• 10:00 Giovanni Canestrari (Università di Roma Tor Vergata)
• 10:50 coffee break
• 11:20 Matteo Tabaro (Constructor University Bremen)
• 12:10 Irene De Blasi (Università di Torino)
• 13:00 lunch
• 14:30 Davide Ravotti (Universität Wien)
• 15:20 coffee break
• 15:50 Assemblea del gruppo UMI DinAmicI

In the framework of the semester on “Fractals and Hyperbolic Dynamical Systems” a school and a workshop will take place in August 2024 at the Erdős Center in Budapest, Hungary organised by Péter Bálint, Péter Nándori, Françoise Pène, Domokos Szász, Imre Péter Tóth.

The webpage of the School on probabilistic aspects of hyperbolic systems (August 12, 2024 - August 16, 2024) is available at https://erdoscenter.renyi.hu/events/school-probabilistic-aspects-hyperbolic-dynamical-systems

Registration is open at https://invite.ventla.io/erdos-center/schoolonprobabilisticaspectsofhyperbolicdynamicalsystems

The school is targeted at PhD students and recent graduates/early postdocs and features minicourses held by professors Mark Demers, Dmitry Dolgopyat, Gary Froyland and Carlangelo Liverani. There is some financial support available. Further details can be found on the above links.

Two DinAmicI are among the organizers of the workshop Computer-verified proofs: 48 hours in Rome, to be held at the Department of Mathematics of University of Rome Tor Vergata on 24-26 January 2024.

Website: https://www.mat.uniroma2.it/butterley/formalisation/

The workshop concerns interactive proof assistants, programs that allow one to write and verify mathematical proofs. As such, the focus is on the Lean 4 language and its mathematical library.

For those who want an overview, several talks will be presented on major aspects of this emerging field. For those who want to go deeper, a series of workshop-style sessions will be offered, intended to give participants first-hand knowledge. The aim is to provide an introduction to this area for working mathematicians and advanced students in a variety of fields.

The conference “Women in Dynamical Systems and Ergodic Theory” will take place at Centro di Ricerca Matematica “Ennio De Giorgi”, Pisa (Italy) on May 20-24, 2024. The event is organized by Ayreena Bakhtawar, Carlo Carminati, and Tanja Schindler.

The purpose of the event is to promote women and gender minorities working on Dynamical Systems and Ergodic Theory: the speakers will consist of women and non-binary people whereas all genders are welcome to attend the conference. The topic will cover different aspects of dynamical systems and ergodic theory such as e.g. statistical properties, numeration systems, Teichmüller theory and give connections to other mathematical areas, e.g. to geometry, number theory, Diophantine approximation and logic. The target audience would particularly be young researchers who want to explore different research directions within the broad field of dynamical systems and ergodic theory but also more senior ones, wanting to broaden their research by getting connections to research areas which so far don’t lie in their core research field. Researchers at initial phases of their career will be supported and will be considered for a contributed talk.

A Ricercatore di tipo A (non-tenured 3 year) position in Mathematical Physics has been announced at Università di Pisa.

Deadline: 27th November 2023, 1pm Italian time

Info and application form: https://bandi.unipi.it/public/Bandi/Detail/60730e50-4464-42ec-8cb0-a2ce76ca2013