Phd/doctoral Amsterdam, Netherlands Apply
Job
Faculty of Science, University of Amsterdam
Korteweg-de Vries Institute for Mathematics
Science Park 107
P.O. Box 94248
1090 GE Amsterdam
Netherlands

The Korteweg-de Vries Institute for Mathematics (KdVI) at the University of Amsterdam (UvA) invites you to apply for a PhD position on the project entitled 'Methods from complex dynamics for locating zeroes of graph polynomials.'

Project description

The project combines elements from graph theory, complex analysis and dynamical systems, and is motivated by problems in complexity theory and statistical physics. The goal is to use and develop techniques in complex dynamical systems to solve open problems in graph theory regarding the location of zeros for graph polynomials. Examples of such graph polynomials include the partition function of the Potts model, the Ising model, the independence polynomial and the chromatic polynomial. Renormalization on recursively defined graphs induces iteration problems for rational maps in one or several complex variables. While the theory in one variable is quite well understood, in several variables many of the tools still remain to be developed.

The project is funded through the TOP 1 NWO grant 'Methods from complex dynamics for locating zeros of graphs polynomials' of Han Peters and Guus Regts.

You will also be involved in teaching in our Bachelor and/or Master programmes in Mathematics. An appropriate travel budget will be provided to attend conferences and present relevant publications.

Requirements

  • A Master degree in Mathematics or related field;
  • fluency in English, both written and spoken.

Experience in teaching is a plus. 

A background in the above mentioned fields of research is certainly not expected, but affinity with any of these fields will be considered an advantage as is experience in teaching.

Further information

For more information about the position, please see our webpage:

http://kdvi.uva.nl/shared/uva/en/vacancies/2019/02/19-111-phd-position-in-mathematics-top-project.html?origin=HRhr4v5xS%2B2EF0YYBRUfoA


Application Instructions

Please send the following information in a single PDF file by using this link:

https://ssl1.peoplexs.com/Peoplexs22/CandidatesPortalNoLogin/ApplicationForm.cfm?PortalID=16107&VacatureID=1030779

  • cover letter/letter of motivation (at most 1 page); refer to vacancy number 19-111
  • curriculum vitae, including list of publications;
  • names and contact details of three referees

 #LI-DNP

No agencies please


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Contact Person
Dr. Han Peters