Analysis

Analysis

Analysis is an extremely broad mathematical discipline. In Glasgow, research in analysis encompasses partial differential equations, harmonic analysis, complex analysis and operator algebras. The group currently consists of three members of academic staff. More information about our research interests can be found through the links below and information about postdocs, research students, grants and collaborators through the links on the right.

Staff

Dr Christian Bonicke : Lecturer

C*-algebras, groupoids, K-theory

  • Personal Website

    • Dr Samuel Evington : Research Assistant

  • Personal Website

    • Dr Christian Voigt : Senior lecturer

    Noncommutative geometry; K-theory; Quantum groups

    Member of other research groups: Geometry and Topology, Algebra
    Research students: Jamie Antoun, Sergio Giron Pacheco

  • Personal Website
  • Publications

    • Dr James Walton : Research Assistant

    Member of other research groups: Geometry and Topology

    • Dr Stephen J Watson : Lecturer

    The application of new mathematical ideas and new computational paradigms to material science, with an emphasis on self-assembling nano-materials; analysis and numerical analysis of partial differential equations arising in Continuum Physics; Material Science and Geometry.

    Member of other research groups: Continuum Mechanics - Modelling and Analysis of Material Systems

  • Publications

    • Dr Stuart White : Professor of Mathematics

    C* and von Neumann algebras; rigidity and similarity properties of operator algebras

    Member of other research groups: Geometry and Topology, Algebra
    Research student: Sergio Giron Pacheco

  • Personal Website
  • Publications

    • Dr Mike Whittaker : Lecturer

    Operator algebras, topological dynamical systems, and noncommutative geometry.

    Member of other research groups: Geometry and Topology, Algebra
    Research students: Dimitrios Gerontogiannis , Mustafa Ozkaraca, Jamie Antoun

  • Personal Website
  • Publications

    • Dr Joachim Zacharias : Reader

    C*-algebras, their classification and amenability properties; special examples of C*-algebras; K-theory and non commutative topology, noncommutative dynamical systems, geometric group theory with applications to C*-algebras.

    Member of other research groups: Integrable Systems and Mathematical Physics, Geometry and Topology, Algebra
    Research students: Luke Hamblin, Dimitrios Gerontogiannis

  • Personal Website
  • Publications


    • Postgraduates