STUDENTS

Last updated: 3 January 2008	Construction of the new School: Nick Higham's photos

PhD Students - current

• Stephen Miller: - Homotopy theory (joint with Jelena Grbic)
  
• Andrew Fenn: - Families of polyhedra and quasitoric manifolds (joint with Victor M Buchstaber)
  
• Jerry Hopkinson: - Generalised toric spaces
  

PhD Students - graduated

• Craig Laughton 2008
  Quasitoric manifolds and cobordism theory
  
• Adrian Dobson 2007
  The real K-theory of Thom complexes
  
• David Carter 2007
  Loop spaces of quasitoric manifolds
  
• Goran Dubajic 2006
  Real K-theory and Milnor hypersurfaces
  
• Yusuf Civan 2001
  The Topology of Families of Toric Manifolds
• Andrew Maynard 2000
  Combinatorial Models for Computations with Formal Power Series
• Christian Lenart 1996
  Combinatorial Models for Structures in Formal Group Theory and Algebraic Topology
• Keith Ruxton 1996
  Some Properties of Embeddings in Codimension 2
• James Keedwell 1996
  Random Geometric Structures
• Jeffrey Green 1993
  Hopf Algebras and Polynomial Invariants of Combinatorial Structures
• Neil Strickland 1992
  Bott Periodicity and Hopf Rings
• Michael Butler 1992
  Formal Power Series and Umbral Chromatic Polynomials of Graphs
• Martin Peim 1988
  On the K-Theory and Homotopy Groups of Loops on the Suspension of BU
• Stephen Hilditch 1986
  On Calculating the Complex Double Transfer in Homotopy
• Andrew Baker 1980
  Some Geometric Filtrations on Bordism Groups

MSc Students

• Yusuf Civan 1997
  Bounded Flag Manifolds
• Carsten Michels 1995
  Julia and Mandelbrot Sets for Pairs of Linear Contraction Mappings
• Julie Stothard 1987
  Umbral Calculus and Polynomials Associated to Graphs
• Nicholas Ashley 1976
  Framings on the Product of Spheres

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