The Institute of Mathematics of the Federal University of Alagoas (UFAL), Maceio, Brazil announces 8 (eight) permanent positions in Mathematics. The positions are open to PhDs in Mathematics with a background in Dynamical Systems, Differential Geometry, Algebra and Analysis.
The starting salary will be 8.639 Brazilian Reals per month and the ending salary is 15.956.
The deadline for application is May 12th, 2016. The exams are expected to happen in mid July and a successful candidate expected to take his or her job by the end of the year.
JISD2016
https://www.ma1.upc.edu/recerca/jisd/jisd2016
14th WORKSHOP ON INTERACTIONS BETWEEN DYNAMICAL SYSTEMS AND PARTIAL DIFFERENTIAL EQUATIONS (JISD2016) Barcelona, July 11 - 15, 2016, at the FME-UPC Lecturers: - Carlangelo Liverani (Università di Roma “Tor Vergata”) - Bassam Fayad (Institut de Mathématiques de Jussieu) - Felix Otto (Max-Planck-Institute for Mathematics in the Sciences, Leipzig) - Juncheng Wei (University of British Columbia, Vancouver) Organizers: - Xavier Cabré - Amadeu Delshams - Maria del Mar González - Marcel Guàrdia - Tere M.
The KdV Institute for Mathematics of the University of Amsterdam offers two Ph.D. positions in Dynamical Systems and Complex Analysis at the University of Amsterdam.
Looking for candidates with a MSc degree in Mathematics. A strong background in analysis, and in particular in dynamical systems and/or complex analysis, is a plus.
The official advertisement can be found here: https://www.uva.nl/en/research/phd/phd-vacancies/item/16-056_2-phd-candidates-in-analysis.html
The positions are for 4 years and should lead to a Ph.
Prof. Heinz Hanssmann (University of Utrecht)
“Families of hyperbolic Hamiltonian tori”
Thursday 11 February 2016, 15.00
Dipartimento di Matematica (aula Dal Passo) Università di Roma “Tor Vergata”
Abstract:
In integrable Hamiltonian systems hyperbolic tori form families, parametrised by the actions conjugate to the toral angles. The union over such a family is a normally hyperbolic invariant manifold. Under Diophantine conditions a hyperbolic torus persists a small perturbation away from integrability. Locally around such a torus the normally hyperbolic invariant manifold is the centre manifold of that torus and persists as well.
The workshop “Dynamical systems in logic, complex analysis and ergodic theory” will be held in Pisa, from February 8 until 9, 2016.
For all information see https://pagine.dm.unipi.it/workshoppra/
Wednesday 27th January 2016, h 15:00
Sala Conferenze, Collegio Puteano, Centro De Giorgi, Pisa
Anna Miriam Benini (University of Roma Tor Vergata)
“Permutable entire functions and multiply connnected wandering domains”
Abstract: Let f and g be permutable transcendental entire functions. It is a long standing question whether the Julia sets of f and g are equal. The conjecture is true in the case that f,g are rational functions, and in the transcendental case the main issues are due to the presence of Baker Domains and Wandering Domains.
In the framework of the initiative funded by “la Caixa” Foundation, BCAM – Basque Center for Applied Mathematics, as a Severo Ochoa research Centre has opened an international call for researchers, offering three-positions for PhD Fellowships in the center Research Lines:
CFD-CT (supervisor: Johan Jansson) RFES (supervisor: David Pardo) FM (supervisor: Carlos Pérez) SP (supervisor: Gianni Pagnini) ML (supervisor: Jose Antonio Lozano) For further information visit the website: https://www.bcamath.org/en/research/lines
Applications must be submitted on-line at: https://www.
3-year post-doctoral research associate position in ergodic theory and dynamical systems at Loughborough University, UK:
https://vacancies.lboro.ac.uk/tlive_webrecruitment/wrd/run/ETREC107GF.open?VACANCY_ID%3d2538536IOU%1BUSESSION=0FB51543F51C4220B475A68B31B63BDC&WVID=5913100PrZ&LANG=USA
Deadline to apply: 13 January 2016
(Skype) Interviews: 26 January 2016
Start date: 1 May 2016
The Scuola Normale Superiore announces a selection for 4 post-doc research positions named “Junior Visiting Positions”. The positions will be in the following subject matters:
Position n.1: Algebraic Geometry and Number Theory;
Position n.2: Topology, Differential Geometry and Geometric Analysis;
Position n.3: Partial Differential Equations and Probability;
Position n.4: Dynamical Systems and Information Theory, as part of the research project “Dynamics and Information Theory Research Institute” (Convenzione 2014 Scuola - Unicredit S.
Funded Ph.D. studentship with Dalia Terhesiu at the University of Exeter:
https://www.exeter.ac.uk/studying/funding/award/?id=2035
Deadline for application: 17th January 2016
