All Stories

  1. Hilsum–Skandalis maps as Frobenius adjunctions with application to geometric morphisms

    Article • Tbilisi Mathematical Journal, October 2017, De Gruyter

    Dr Christopher F Townsend

  2. Principal bundles are essentially the same thing as stably Frobenius adjunctions

    Article • Mathematical Proceedings of the Cambridge Philosophical Society, August 2015, Cambridge University Press

    Dr Christopher F Townsend

  3. A short proof of the localic groupoid representation of Grothendieck toposes

    Article • Proceedings of the American Mathematical Society, December 2013, American Mathematical Society (AMS)

    Dr Christopher F Townsend

  4. Aspects of slice stability in locale theory

    Article • Georgian Mathematical Journal, January 2012, De Gruyter

    Dr Christopher F Townsend

  5. Representing Geometric Morphisms Using Power Locale Monads

    Article • Applied Categorical Structures, July 2011, Springer Science + Business Media

    Dr Christopher F Townsend

  6. An axiomatic account of weak triquotient assignments in locale theory

    Article • Journal of Pure and Applied Algebra, June 2010, Elsevier

    Dr Christopher F Townsend

  7. A Representation Theorem for Geometric Morphisms

    Article • Applied Categorical Structures, March 2009, Springer Science + Business Media

    Dr Christopher F Townsend

  8. The Patch Construction is Dual to Algebraic DCPO Representation

    Article • Applied Categorical Structures, November 2008, Springer Science + Business Media

    Dr Christopher F Townsend

  9. A categorical account of the Hofmann–Mislove theorem

    Article • Mathematical Proceedings of the Cambridge Philosophical Society, October 2005, Cambridge University Press

    Dr Christopher F Townsend

  10. Localic Priestley duality

    Article • Journal of Pure and Applied Algebra, March 1997, Elsevier

    Dr Christopher F Townsend