Category Theory


The group works on triangulated categories, Quillen model categories, various types of higher categories and other aspects of category theory, often with a view to applications in homotopy theory. The group has also worked extensively on operads.

Members


Academic staff
Name Office Phone Email VCard  
Dr Paul Mitchener J20 23858 vcard $C^\ast$-categories, Analytic and algebraic $K$-theory, Assembly maps, Coarse Geometry
Prof Ieke Moerdijk J13 23843 vcard Algebraic and differential topology, category theory
Prof Neil Strickland J26 23852 vcard Algebraic topology, formal group theory
Dr Simon Willerton J19 23823 vcard quantum topology, algebraic topology, category theory, metric spaces

Honorary academic staff
Name Office Phone Email VCard  
Prof John Greenlees   vcard Equivariant topology, commutative algebra, algebraic topology

Postgraduate students
Name Office Phone Email VCard  
Matthew Ferrier J25 vcard C$^*$-algebras, C$^*$-categories, K-theory
Mr Joseph Martin J14a vcard Equipments
Jordan Williamson J14b vcard Equivariant stable homotopy theory and model categories

Past grants


Applications of Higher Dimensional Algebra to Stable Homotopy Theory