Michael Murray
School of Computer and Mathematical Sciences
Faculty of Sciences, Engineering and Technology
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Education
Date Institution name Country Title Oxford University UK DPhil Monash University Australia BSc (Hons) -
Research Interests
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Journals
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Books
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Book Chapters
Year Citation 2010 Murray, M. (2010). An introduction to bundle gerbes. In O. Garcia Prada (Ed.), The Many Facets of Geometry (pp. 237-260). United States: Oxford University Press.
DOI Scopus252000 Murray, M. K. (2000). Twistor Theory. In P. J. Vassiliou,, & I. G. Lisle (Eds.), Geometric Approaches to Differential Equations. Cambridge University Press. 1999 Carey, A. L., Mickelsson, J., & Murray, M. K. (1999). Torsion, current algebra and Hamiltonian quantisation. In H. -D. Doebner, J. Hilgert, & V. K. Dobrev (Eds.), Lie Theory and its Applications in Physics II.
DOI1995 Atiyah, M., & Murray, M. (1995). Monopoles and Yang-Baxter equations. In Further Advances in Twistor Theory, Volume II (pp. 13-14). Pitman. -
Conference Papers
Year Citation 2002 Murray, M. (2002). Monopoles. In P. Bouwknegt, & S. Wu (Eds.), Unknown Conference Vol. 205 (pp. 119-135). Boston: Birkhauser.
WoS12001 Murray, M., & Stevenson, D. (2001). Yet another construction of the central extension of the loop group. In A. Isaev, A. Hassell, A. McIntosh, & A. Sikora (Eds.), Proceedings of the Centre for Mathematics and its Applications (pp. 194-200). Canberra, ACT, AUSTRALIA: ANU, CANBERRA, ACT 0200. 2000 Murray, M. (2000). Twistor theory. In P. J. Vassiliou, & I. G. Lisle (Eds.), Unknown Conference (pp. 201-223). UK: Cambridge University Press. 1999 Lie Theory and Its Applications in Physics II (1999). In II International Workshop. WORLD SCIENTIFIC.
DOI1999 Carey, A. L., Mickelsson, J., & Murray, M. K. (1999). Bundle gerbes and field theory. In D. DeWit, A. J. Bracken, & M. D. Gould (Eds.), XIITH INTERNATIONAL CONGRESS OF MATHEMATICAL PHYSICS (ICMP '97) (pp. 179-185). UNIV QUEENSLAND, BRISBANE, AUSTRALIA: INTERNATIONAL PRESS INC BOSTON. 1994 Carey, A. L., & Murray, M. K. (1994). Mathematical remarks on the cohomology of gauge groups and anomalies. 1992 Carey, A. L., Hannabuss, K., & Murray, M. K. (1992). Free fields on riemann surfaces and the spectral curves of the chiral Potts model. In J. Mickelsson, & O. Pekonen (Eds.), Proceedings of the conference on Topological and Geometrical methods in Field Theory (pp. 48-63). Turku, Finland: World Scientific.
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Past Higher Degree by Research Supervision (University of Adelaide)
Date Role Research Topic Program Degree Type Student Load Student Name 2019 - 2021 Co-Supervisor The Classifying Spaces of Some Categories Master of Philosophy Master Full Time Mr Kieran Emmett O'Loughlin 2017 - 2019 Principal Supervisor Bundle Gerbes and the Weyl Map Master of Philosophy Master Full Time Miss Kimberly Elise Becker 2017 - 2019 Co-Supervisor The Parametric Oka Principle for Riemann Surfaces Master of Philosophy Master Full Time Mr Matthew James Ryan 2016 - 2018 Principal Supervisor Lifting Bundle Gerbes and Central Extensions of Gauge Groups Master of Philosophy Master Full Time Mr Parsa Kavkani 2014 - 2017 Principal Supervisor Topics in Equivariant Cohomology Master of Philosophy Master Full Time Luke Francis Keating Hughes 2013 - 2015 Principal Supervisor Einstein and Conformally Einstein Bi-Invariant Semi-Riemannian Metrics Master of Philosophy Master Full Time Dr Kelli Leigh Francis-Staite 2012 - 2013 Principal Supervisor The Caloron Correspondence and Odd Differential K-theory Master of Philosophy Master Full Time Vincent Sebastian Schlegel 2012 - 2014 Co-Supervisor Noncommutative Geometry Methods In Number Theory Master of Philosophy Master Full Time Mr Konrad Karol Pilch 2009 - 2012 Co-Supervisor Twisted Analytic Torsion Master of Science in Mathematical and Computer Sciences Master Full Time Mr Ryan Mickler 2009 - 2012 Co-Supervisor Surface Shape Regions as Manifestations of a Socio-Economic Phenomenon a Solution to the Choropleth Mapping Problem Master of Science in Mathematical and Computer Sciences Master Part Time Dr John Massey 2007 - 2011 Co-Supervisor Higher Tannaka Duality Doctor of Philosophy under a Cotutelle Agreement with Doctorate Full Time Mr James Wallbridge 2006 - 2009 Principal Supervisor Loop Groups, Higgs Fields and Generalised String Classes Doctor of Philosophy Doctorate Full Time Dr Raymond Vozzo 2006 - 2011 Co-Supervisor A Fourier-Mukai Transform for Invariant Differential Cohomology Doctor of Philosophy Doctorate Full Time Mr Richard Green 2004 - 2010 Principal Supervisor Fundamental Bigroupoids and 2-Covering Spaces Doctor of Philosophy Doctorate Part Time Dr David Roberts 2002 - 2008 Principal Supervisor Fundamental Numerical Schemes for Parameter Estimation in Computer Vision Doctor of Philosophy Doctorate Full Time Dr Tony Scoleri 1998 - 2002 Principal Supervisor Constructions with Bundle Gerbes Doctor of Philosophy Doctorate Full Time Dr Stuart Johnson
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