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Overview

Professor John Parker

Professor


Affiliations
AffiliationTelephone
Professor in the Department of Mathematical Sciences

Research interests

  • discrete groups
  • hyperbolic geometry

Esteem Indicators

  • 2000: Vice-Chair HoDoMS (Heads of Departments of Mathematical Sciences):
  • 2000: 'National and International Collaboration': 'International collaborators:

    RK Boadi, KNUST, Ghana

    W Cao, Hunan University of Science and Technology, China

    A Cano, UNAM, Mexico

    M Deraux, Fourier Institute, Grenoble, France

    E Falbel, University of Paris VI, France

    N Gusevskii, Federal University of Minas Gerais, Brazil

    Y Jiang, Hunan University, China

    S Kamiya, Okayama University of Science, Japan

    I Kim, Seoul National University, Korea

    A D Mednykh, Sobelev Institute, Russia

    C Menzel, University of Bielefeld, Germany

    J Paupert, Arizona State University, USA

    I D Platis, University of Crete

    J Seade, UNAM, Mexico

    A Y Vesnin, Sobelev Institute, Russia

    J Wang, Hunan University, China

    X Wang, Hunan Normal University, China

    P Will, Fourier Institute, Grenoble, France

    B Xie, Hunan University, China

  • 2000: 'Grants': 'Research grants:

    JSPS Invitation Fellowship 2016.

    UK-Mexico Visiting Chair 2017

  • 2000: Editorial work: Joint Editor-in-Chief, Geometriae Dedicata
  • 2000: 'Invitation to research centres': Tokyo Institute of Technology, April 2016 to March 2017 (supported by JSPS).

Publications

Chapter in book

  • The mapping class group of the twice punctured torus
    Parker, J. R., & Series, C. (2004). The mapping class group of the twice punctured torus. In T. W. Mueller (Ed.), Groups: Topological, Combinatorial and Arithmetic Aspects (405-486). (LMS Lecture Notes). Cambridge University Press
  • Tetrahedral decomposition of punctured torus bundles
    Parker, J. R. (2003). Tetrahedral decomposition of punctured torus bundles. In Y. Komori, V. Markovic, & C. Series (Eds.), Kleinian Groups and Hyperbolic 3-Manifolds (275-291). (LMS Lecture Notes). Cambridge University Press
  • Pseudo-Anosov diffeomorphisms of the twice punctured torus
    Menzel, C., & Parker, J. R. (2003). Pseudo-Anosov diffeomorphisms of the twice punctured torus. In J. R. Cho, & J. Mennicke (Eds.), Recent Advances in Group Theory and Low-Dimensional Topology (141-154). (Research and Exposition in Mathematics). Heldermann Verlag
  • Coordinates for quasi-Fuchsian punctured torus space,
    Parker, J. R., & Parkkonen, J. (1998). Coordinates for quasi-Fuchsian punctured torus space,. In The Epstein Birthday Schrift (451-478). Geometry and Topology Monographs

Conference Paper

Journal Article