Associate Professor in Mathematics
My special interest is to treat topologies as certain lattices
called frames. In particular I use -frames (generalisations
of, for example, cozero-set lattices of topological, uniform or
nearness spaces) to study properties of topological spaces such as
realcompactness and pseudocompactness and to develop a dimension
theory for frames.
Graduate teaching and thesis supervision: Categorical and general topology, rings of continuous functions, frames, sigma-frames and dimension theory.
Undergraduate teaching: I particularly enjoy teaching Real
Analysis, Topology (Metric Spaces), Lattices and Order.
Since my appointment as Education Development Officer for the
Department I have been especially concerned with curriculum
development at undergraduate and Honours level.