The following two post-doc positions are funded by the italian FIRB project
Geometry and topology of low-dimensional manifolds coordinated by Francesco Bonsante, Gabriele Mondello and
myself.
We have concluded the selection for the following post-doc position;
the results are written on the
official page (click on "approvazione atti").
- Institution: Università di Pisa, Department of
Mathematics
- Position: post-doctoral, 36 months, starting before end 2012
- Subject area: Mathematics - Geometry
- Location: Università di Pisa
- Teaching load: no teaching load required (occasionally,
mini-courses on specific topics on voluntary basis will be appreciated)
- Salary: 35.000 euros per year (gross).
- Funding: FIRB grant Geometry and topology of low-dimensional
manifolds
- Contacts:
Bruno Martelli
The successful applicant is expected to work on the themes of our FIRB
project, namely geometry and topology, with specific emphasis on
3-manifolds, hyperbolic geometry, and quantum invariants.
The main duty will consist of active participation to the scientific life of
the department.
NEW! The application time for the following position is not open.
See the instructions there
and the official
page.
- Institution: Università di Roma "La Sapienza", Department of
Mathematics (though there will be a strong collaboration with the University
of Pavia)
- Position: post-doctoral, 36 months, starting before end 2012
- Subject area: Mathematics - Geometry
- Location: Università di Roma "La Sapienza" (Rome, Italy)
and Università di Pavia (Pavia, Italy)
- Teaching load: no teaching load required (occasionally,
mini-courses on specific topics on voluntary basis will be appreciated)
- Salary: 35.000 euros per year (gross).
- Funding: FIRB grant Geometry and topology of low-dimensional
manifolds
- Contacts:
Gabriele Mondello (Università di Roma) and Francesco
Bonsante (Università di Pavia)
The successful applicant is expected to work on the themes of our FIRB
project, namely geometry and topology, with specific emphasis on Teichmuller
theory, Riemann surfaces, geometric structures, anti-de Sitter and hyperbolic
geometry.
The main duty will consist of active participation to the
scientific life of
the departments. The successful applicant is expected to collaborate both
with the departments of Roma and Pavia.
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