The Department of Mathematics of Università di Bologna has opened a call for two 1-year postdoctoral positions denominated “Starting postdoctoral position in Mathematics and Applications in Sciences, Social Sciences and Engineering”.
The positions are open to all candidates who hold a Ph.D. in Mathematics, Physics, Computer Science, Engineering, Statistics or Economics, with a preference for applicants who have obtained their Ph.D.’s in recent years. They are “open” positions in that all research areas that are currently represented in the Department will be considered (see the announcement for a list of them).
Call for a Rtd-B position (tenure-track researcher) in mathematical analysis at GSSI L’Aquila (Italy)
For more information: https://www.gssi.it/albo-ufficiale-online-gssi/item/download/3007_33eaae9e3f7e64c0598f9add269c2877
HYBRID CONFERENCE
Differential Geometry, Billiards, and Geometric Optics Géométrie différentielle, billards et optique géométrique
4-8 October 2021, CIRM (Luminy, France)
Website for registration:
https://conferences.cirm-math.fr/2383.html
A new PhD position call on the topology of Hamiltonian systems has been advertised by dr Nikolay Martynchuk at the University of Groningen (Netherlands).
More info and application form: www.rug.nl/about-ug/work-with-us/job-opportunities/?details=00347-02S0008GFP
Deadline: August 2,2021
Intended starting date: between November 2021 and March 2022
A Ricercatore di tipo B (tenure-track 3 year) position in Mathematical Physics has been announced at Università di Pisa.
Deadline: 26th July 2021
Info and application form: https://www.unipi.it/ateneo/bandi/ricercat/ricercator1/1/index.htm
A Ricercatore di tipo A (non-tenure-track 3 year) position in Mathematical Physics has been announced at Università di Pisa.
Deadline: 16th July 2021
Info and application form: https://www.unipi.it/ateneo/bandi/ricercat/ricercator/Procedura-/index.htm
Opening for a 1-year postdoctoral position at University of Pisa on “Regular and stochastic behaviour in dynamical systems, particularly concerning stochastic behaviour in Hamiltonian systems”.
All info: https://www.unipi.it/ateneo/bandi/assegni/2021/mat/22lug2021/index.htm
Deadline: 22nd July 2021
For further information contact: claudio.bonanno@unipi.it
Loughborough University is seeking to appoint a Postdoctoral Research Associate in the area of Smooth Ergodic Theory to conduct research under the direction of Dr Wael Bahsoun on an EPSRC funded project “Transfer operators and emergent dynamics in hyperbolic systems”. The project also involves collaboration with Prof. Mark Pollicott (Warwick) and with Prof. Carlangelo Liverani (Rome). The appointee will be based in the Department of Mathematical Sciences at Loughborough University. Candidates should have a PhD in Mathematics and should be interested in conducting research on Smooth Ergodic Theory / Dynamical Systems via transfer operator techniques.
2021 Chapel Hill Ergodic Theory Workshop: Global Online Edition
The activities of the Virtual Ergodic Conference will take place in three consecutive weeks, from June 21 to July 9, 2021. While schedules are thought to adapt most time zones, these are specially fitted to North & South America (week 1), Europe & Africa (week 2) and Asia & Australia (week 3). The format will try to preserve the atmosphere of the Chapel Hill Ergodic Theory Workshops with some adaptations to match current virtual modalities.
Seminario Matematico e Fisico di Milano
https://www.mate.polimi.it/smf/index.php?settore=home&id_link=10
Monday June 21, 5pm
Link zoom
Speaker: Jacopo De Simoi (University of Toronto)
Title: Dynamical rigidity of convex billiards Abstract: Convex billiards are a classical topic in conservative dynamics. Typically, their dynamics is qualitatively very intricate, since it showcases a coexistence of hyperbolic dynamics and KAM phenomena. Understanding long-term statistical properties of the dynamics with the current technology is essentially an intractable problem. Here I venture in the opposite direction and I will discuss dynamical inverse problems: how much geometrical information can be extracted from the dynamics?
