Geometria Complessa e Geometria Differenziale
Geometria Complessa e Geometria Differenziale
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Post-doc positions in Edinburgh

created by daniele on 06 Nov 2018

Deadline: 16 nov 2018

{{the content of this page was copy and pasted from the origin announcement email or website; please refer to the links for updates and inquiries}}

the University of Edinburgh will have quite a few post-doc positions to start in the autumn 2019 that are open to algebraic geometers. All positions have a light teaching load, or no teaching load with the opportunity to volunteer a light amount of teaching.

1. Seggie Brown fellowships - a 2-year post-doc open to all areas of mathematics. Deadline November 16.

All others will be advertised soon. We will send out another email when they are live; they will also appear on and

2. There will be one 3-year post-doc associated to the programme grant "Enhancing Representation Theory, Noncommutative Algebra and Geometry" (, closing date January 3. There will also be a 3-year post-doc on the same grant in Glasgow; the advertisement is already online:

3. We will advertise for up to two 3-year post-doc positions attached to an ERC grant "Wall-crossing and Algebraic Geometry" of myself. Closing date will be early/mid December.

4. There will be a 2-year position attached to Ben Davison's ERC grant "Categorified Donaldson-Thomas Theory".

5. We also anticipate a number of "Whittaker fellowships". These will be 2-year positions, open to all areas of mathematics.

You can find more about the Algebra/Geometry research group at University of Edinburgh at the Hodge institute website: Please feel free to contact me or anyone else at the Hodge institute with questions.

Best wishes, Arend

P.S.: Some housekeeping notes:
- The online application forms will close on 5pm of the advertised closing date - this is a sharp deadline.
- It is easy to reuse part or all of your application material when applying to multiple of the above positions.
- Letters of reference should be sent to hr(AT) by the closing date.

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