05/03/2020

Integer Optimisation

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  • ORGANISATION NAME
    Cardiff University
  • ORGANISATION COUNTRY
    United Kingdom
  • DEADLINE DESCRIPTION
    Open
  • RESEARCH FIELD
    Formal sciences

Outline

The project aims to develop novel algebraic and geometric methods that can be successfully applied to study integer optimisation problems, with a special focus on sparsity of solutions in context of (linear or nonlinear) integer optimisation

An international team of researchers in Cardiff University, UC Davis and TU Berlin are currently working on this theme.

The PhD student will join this research network. Under supervision of Dr Aliev and Dr Oertel they will use the cutting-edge algebraic and geometric techniques of mathematical optimisation that take their origin in modern discrete geometry, number theory and commutative geometry.

The student will have an excellent opportunity for collaboration with researchers from UC Davis discrete mathematics network and MATHEON network (TU Berlin).

The proposed work will also involve the use of the state of the art software for computations with polyhedra (LattE) developed in UC Davis.

The doctoral training will also include courses in combinatorial and convex optimisation provided by the NATCOR network. The courses will take place in the University of Southampton and Edinburgh University.

What is funded

Self-funded students only.

How to Apply

Applicants should submit an application for postgraduate study via the online application service http://www.cardiff.ac.uk/study/postgraduate/research/programmes/programm...

If are applying for more than one Cardiff University project please note this in the research proposal section.

We are interested in pursuing this project and welcome applications if you are self-funded or have funding from other sources, including government sponsorships or your employer.

 

Disclaimer:

The responsibility for the funding offers published on this website, including the funding description, lies entirely with the publishing institutions. The application is handled uniquely by the employer, who is also fully responsible for the recruitment and selection processes.