University of Vienna, Faculty of Mathematics

Position ID: Mathematics-POSTDOC [#18908, Mathematics-POSTDOC_REFINV]
Position Title: Postdoctoral position in moduli spaces, geometric representation theory, combinatorics
Position Type: Postdoctoral
Position Location: Vienna, Wien 1090, Austria [map]
Subject Areas: Algebraic Geometry, Geometric Representation Theory, Algebraic Combinatorics, Low-dimensional Topology
Application Deadline: 2021/12/15 11:59PMhelp popup* (posted 2021/11/06, updated 2021/11/05, listed until 2021/12/15)
Position Description:    

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

The Faculty of Mathematics at the University of Vienna invites applications for two postdoctoral positions in the framework of the ERC project "Refined invariants in combinatorics, low-dimensional topology and geometry of moduli spaces" in the group of Anton Mellit. The positions are planned for a period of two years. Starting date is flexible. There are no teaching duties. Salary (approx. EUR 55200 p.a.) is calculated according to the Collective Bargaining Agreement for University Staff.

The main topics of the project are:

1) Cohomology of affine Springer fibers, Higgs moduli spaces and character varieties

2) Enumerative geometry of surfaces and threefolds

3) Affine and double affine Hecke algebras, elliptic Hall algebras, cohomological Hall algebras, and their representations

4) Skein algebras and representations of quantum groups

5) Homological knot invariants

6) Shuffle conjecture and related combinatorics

Starting Date: 2022/03/01-2022/09/01

Contact: Assoc.-Prof. Dr. Anton Mellit


Requirements are:

1) CV

2) research statement

3) 3 recommendation letters

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:
Oskar-Morgenstern-Platz 1
1090 Vienna

© 2022 MathJobs.Org, American Mathematical Society. All Rights Reserved.