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We have 20 combinatorics PhD Projects, Programmes & Scholarships

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combinatorics PhD Projects, Programmes & Scholarships

We have 20 combinatorics PhD Projects, Programmes & Scholarships

Extremal structure in graphs

This project will investigate extremal questions relating to subgraphs in graphs. The central question is. How many given substructures are there in a discrete object of a given size?. Read more

Representation theory of Lie algebras and quantum groups

These projects are open to students worldwide, but have no funding attached. Therefore, the successful applicant will be expected to fund tuition fees at the relevant level (home or international) and any applicable additional research costs. Read more

Extremal graph theory

Extremal graph theory is one of the most active and dynamic branches of combinatorics. The fundamental goal of the area is to understand what conditions force a graph to contain some substructure. Read more

PHD MATHEMATICAL SCIENCES

The PhD in Mathematical Sciences aims to provide high calibre education and advanced training in mathematics. It will take advantage of Xi'an Jiaotong-Liverpool University's international and vibrant research environment to prepare graduates for their research careers. Read more

The semiring of partial transformations: an algebraic and algorithmic approach to modularity

This project will aim to design algorithms to efficiently solve equations in the semiring of partial transformations. This is a theoretical project in an area that combines graph theory, algebra, and algorithms. Read more

Funded PhD Studentship in Mathematical Logic

  Research Group: School of Mathematics
This is a young subject which has developed over the last 30 years into an amalgam of fast-moving disciplines. These are linked by profound common concerns, around definability, decidability, effectiveness and computability, the nature of the continuum, and foundations. Read more

Extremal Graph Theory

Extremal Graph Theory studies how global parameters of a graph (e.g. the total number of edges, minimum degree) have an e ffect on the existence of certain local substructures, (e.g. Read more

Novel metamaterials for mechanical waves attenuation

The Engineering and Mathematics Group within the School of Computing, Engineering and the Built Environment is inviting applications for a research studentship in developing novel metamaterials for high-energy mechanical waves attenuation leading to the award of a PhD degree. . Read more

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