Sorbonne Université & Université de Paris, Institut de Mathématiques de Jussieu-Paris Rive Gauche

Position ID: 2402-POSTDOC_MOCOS2 [#18775]
Position Title: Post-doc in arithmetic geometry, algebraic K-theory
Position Type: Postdoctoral
Position Location: Paris, Ile-de-France 75001, France [map]
Subject Areas: Arithmetic geometry, K-theory, motivic cohomology,..
Application Deadline: 2021/11/22 11:59PMhelp popup (posted 2021/10/27, listed until 2022/04/27)
Position Description:    

*** the listing date or deadline for this position has passed and new applications are no longer accepted. ***

The CNRS is offering post-doctoral positions in arithmetic geometry, algebraic K-theory, and related fields, funded by the ERC Consolidator Grant 101001474 Motivic Cohomology of Schemes (MoCoS) held by Matthew Morrow. Applicants should typically have some experience in arithmetic geometry and/or algebraic K-theory in a broad sense, such as p-adic/étale/motivic cohomology, algebraic cycles, etc.
  • The starting date for the positions is 1 September 2022 (flexible).
  • The original appointments will be made for 1 or 2 years; later extension to a maximum of 3 years may be possible.
  • The positions come with no teaching requirements.
  • The salary is of the order of 2800 to 3800 euros per month (before deductions for tax and social security), depending on experience; further details are available on request.
  • A grant of 3000 euros per year for research related travel expenses will be provided.
Applications must be submitted through Mathjobs and consist of the following:
  • A full CV, containing a list of publications.
  • A research statement, containing both a description of past work and a discussion of future project(s).
  • At least 2 reference letters.
The deadline is 22 November 2021, though late applications may still be considered.

Enquiries should be directed to Matthew Morrow (firstname.lastname@imj-prg.fr).

Application Materials Required:
Submit the following items online at this website to complete your application:
And anything else requested in the position description.

Further Info:
https://webusers.imj-prg.fr/~matthew.morrow/ERC/ERCindex.html
 
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