Ricevo e inoltro
Da: Christophe Garban garban@math.univ-lyon1.fr Oggetto: Postdoc position in Lyon in probability / statistical physics Data: 22 novembre 2018 13:34:20 CET
Dear colleagues,
I am currenlty advertising a postdoc position in probability/statistical physics in Lyon 1 (deadline January, 8th). Please transfer the announcement below to potential candidates.
Thanks a lot! Best, Christophe.
Postdoc position in Lyon for 2019 Université Lyon 1 (funded by the ERC project LiKo)
Applications are invited for a postdoctoral fellowship in probability at the University Lyon 1. The postdoc is funded by the European Research Council grant LiKo.
Main research areas include: statistical physics (percolation, Ising, FK, spin $O(n)$ models etc.), scaling limits (at and near the critical point), conformal invariance (and SLE, CLE, GFF...), Liouville quantum gravity, Euclidean quantum field theory, noise sensitivity, a touch of turbulence and SPDEs.
Practical informations: (you may also click on this link : http://math.univ-lyon1.fr/~garban/Fichiers/PostdocLyon2019.pdf http://math.univ-lyon1.fr/~garban/Fichiers/PostdocLyon2019.pdf)
- The position is for two years (1+1), with a salary of approx. 27000 per year (between year 0 and 3 after PhD) and approx. 34000 euros per year (between year 3 and 5 after PhD).
- Substantial financial support to attend conferences, workshops and invite collaborators will be granted. (Approx 5000 euros/year).
- No teaching.
- A lot of activity around probability in Lyon.
- Great city :-)
- The expected starting date is September 2019, but a different date may be arranged.
Application and deadline: Applications including a CV, a list of publications and a (approximately) three-pages description of research interests should be sent by email to Christophe Garban (garban@math.univ-lyon1.fr mailto:garban@math.univ-lyon1.fr) Applicants should also arrange for up to three letters of recommendation to be sent to the same address. They will be evaluated first after January 8th, 2019 and then on a rolling basis.