1. General Topology: Compactifications, generalized topological spaces, separation axioms, convergence, bitopological spaces, uniform spaces and metrization.
2. Point-Free Topology: Transferring of pointset notions to pointfree topology, sublocales, separation axioms of locales, uniform frames, bilocales, metrization of frames, coproducts of frames, remainders of frames and partial frames.
3. Categorical Topology: Extending topological results using categorical notions, reflective subcategories and monads.
Honours Students:
Masters Students:
Last Modified: Thu, 15 Feb 2024 19:37:01 SAST