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Research In The Department.

Geometry & Topology
To understand a basic difference between topology and geometry, imagine a circle. Now ask yourself: Is it a perfect circle? If so, what radius is it? If you cannot immediately answer these questions, your concept of a circle is topological, to do with form rather than precise rigid/geometric shape. A topological circle can manifest geometrically in many different ways ... as an almost perfect circle ...more

Academics:
  • Continuing Staff:
    Dr Nora GANTER (Lecturer)
    Associate Professor Craig HODGSON (Associate Professor/Reader)
    Dr Paul NORBURY (Senior Lecturer)
    Dr Lawrence REEVES (Lecturer)
    Professor J. Hyam RUBINSTEIN (Professor)
    Dr Craig WESTERLAND (Lecturer)


  • Visitors:
    Professor Makoto OZAWA (Komazawa University Japan)
    Associate Professor Andrei RATIU (Istanbul Bilgi University Turkey)


    Students:
  • Postgraduates:
    Jose Manuel AYALA-HOFFMANN On Spaces of Constrained Paths
    Loretta BARTOLINI One-sided Heegaard splittings of 3-manifolds
    Alan CHANG
    Maurice CHIODO The geometry of groups and low dimensional manifolds and complexes
    Nicholas DAVIS Automata groups and hyperbolicity
    Anita DOW
    Christopher GODDARD Riemannian submersions in the context of fibre bundle theory
    Ashish GUPTA Modules over nilpotent groups
    Joshua HOWIE Invariants in low-dimensional topology derived from mathematical physics
    Yi HUANG
    Matthew KOTROS Boundaries for relatively hyperbolic groups
    Shanil RAMANAYAKE Triangulations and geometric structures
    Nicky SCOTT Mathematical modelling of cell populations
    Callum SLEIGH Completed Cycles and Moduli of Curves.
    Tharatorn SUPASITI Boundary and decomposition in group theory and topology

  • Honours:
    Samuel OWEN
    Nicholas STEVENSON
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