Professor Rod Roderick Gover

DPhil (Oxford), FRSNZ

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Professor

Research | Current

  • Differential geometry and its relationship to representation theory
  • Applications to analysis on manifolds, PDE theory and Mathematical Physics
  • Conformal, CR and related structures

Postgraduate supervision

Projects on offer

  • Classical invariant theory (Reading)
  • Riemannian geometry (Reading)
  • Conformal or CR differential geometry (Reading and/or Project)

Selected publications and creative works (Research Outputs)

As of 29 October 2020 there will be no automatic updating of 'selected publications and creative works' from Research Outputs. Please continue to keep your Research Outputs profile up to date.
  • Dunajski, M., Gover, A. R., & Waterhouse, A. (2020). Some Examples of Projective and c-projective Compactifications of Einstein Metrics. Annales Henri Poincare, 21 (4), 1113-1133. 10.1007/s00023-020-00903-7
  • Gover, A. R., & Snell, D. (2020). Distinguished curves and first integrals on Poincaré-Einstein and other conformally singular geometries. Arxiv. Related URL.
    Other University of Auckland co-authors: Daniel Snell
  • Case, J. S., & Gover, A. R. (2020). The P '-operator, the Q '-curvature, and the CR tractor calculus. ANNALI DELLA SCUOLA NORMALE SUPERIORE DI PISA-CLASSE DI SCIENZE, 20 (2), 565-618.
  • Gover, A. R., & Waldron, A. (2020). A calculus for conformal hypersurfaces and new higher Willmore energy functionals. ADVANCES IN GEOMETRY, 20 (1), 29-60. 10.1515/advgeom-2019-0016
  • Flood, K., & Gover, A. R. (2019). Metrics in Projective Differential Geometry: The Geometry of Solutions to the Metrizability Equation. JOURNAL OF GEOMETRIC ANALYSIS, 29 (3), 2492-2525. 10.1007/s12220-018-0084-5
  • Cap, A., & Gover, A. R. (2019). C-PROJECTIVE COMPACTIFICATION; (QUASI-)KAHLER METRICS AND CR BOUNDARIES. AMERICAN JOURNAL OF MATHEMATICS, 141 (3), 813-856. 10.1353/ajm.2019.0017
  • Glaros, M., Gover, A. R., Halbasch, M., & Waldron, A. (2019). Variational calculus for hypersurface functionals: Singular Yamabe problem Willmore energies. JOURNAL OF GEOMETRY AND PHYSICS, 138, 168-193. 10.1016/j.geomphys.2018.12.018
    URL: http://hdl.handle.net/2292/46901
  • Gover, A. R., & Leistner, T. (2019). Invariant prolongation of the Killing tensor equation. ANNALI DI MATEMATICA PURA ED APPLICATA, 198 (1), 307-334. 10.1007/s10231-018-0775-3

Contact details

Primary office location

SCIENCE CENTRE 303 - Bldg 303
Level 2, Room 240
38 PRINCES ST
AUCKLAND CENTRAL
AUCKLAND 1010
New Zealand

Web links