List of Possible Supervisors

NAME	RESEARH AREAS & KEY WORDS
Prof. Kostya BOROVKOV	Probability theory limit theorems for random processes, large deviations, stochastic modelling Financial mathematics pricing of exotic options Risk theory
Dr. Richard BRAK	Combinatorics Bijective combinatorics, partially ordered sets, Symmetric Statistical Mechanics Exactly solvable polymer problems Stochastic Processes Exclusion processes, birth-death process
Dr. Steven CARNIE	Colloidal hydrodynamics drops and bubbles, lubrication forces, atomic force microscope modeling Electrokinetics drops, porous particles, electroacoustics Surface forces electrical double layer forces
Prof. Derek CHAN	Continuum Modelling
Dr. Jan DE GIER	Statistical Mechanics solvable lattice models, algebraic structures, combinatorics Stochastic Processes exclusion processes, stochastic Loewner evolution Statistical Topology integrable systems, geometric invariants, knot theory
Dr. Mark FACKRELL
Dr. Omar FODA	Mathematical physics mathematical string theory, nonperturbative gauge theory Integrable models classical integrable models, quantum integrable models Representation theory infinite dimensional algebras, Lie algebraic combinatorics
Prof. Peter FORRESTER	Random Matrices integrability properties, correlation functions, applications Combinatorics and Statistical Mechanics dynamical processes, Robinson-Schensted-Knuth correspondence, queues Number Theory and Physics Riemann zeta function, substitution sequences, quasi-crystals and tilings
Dr. Heng-Soon GAN
Dr. Nora GANTER
Dr. Alex GHITZA
A/Prof. Ian GORDON	Applied statistics
Dr. John GROVES	Group Theory Methods from commutative algebra, soluble groups Tropical Geometry Formulation, calculation, applications
Sharon GUNN
Prof. Anthony (Tony) GUTTMANN	Enumerative combinatorics generating functions, percolation Lattice statistics exact solutions, Ising models, self-avoiding walks Algorithm design transfer matrices, finite lattice method
Prof. Peter HALL	Nonparametric Statistics deconvolution and errors in variables, functional data analysis, very high dimensional data
Dr. Graham HEPWORTH	Discrete interval estimation confidence intervals for a binomial parameter Group testing estimation of proportions when units are pooled for testing Sport statistics cricket, football, debunking myths
Prof. Greg HJORTH	Descriptive Set Theory Equivalence relations, ergodic theory, Polish group actions Model Theory Countable models, infinitary logic
A/Prof. Craig HODGSON	Low dimensional topology 3-manifolds, geometric structures, knot theory Hyperbolic geometry hyperbolic manifolds, polyhedra, computational methods Differential geometry geodesics, minimal surfaces, curvature flows
Prof. Richard HUGGINS	The development and application of modern statistical techniques in biostatistics and ecological statistics estimating equations, non-parametric models, weighted martingale estimating equations Estimation of animal abundance in open and closed populations capture-recapture Statistical Genetics pedigree analysis
A/Prof. Barry HUGHES	Mathematical Biology development, migration, proliferation Stochastic Modelling random walks, random environment, scale-free systems Methods of Applied Mathematics transforms, asymptotics
Dr. Iwan JENSEN	Statistical Mechanics
Dr. Owen JONES	Stochastic Processes fractals, branching processes, stochastic optimisation Mathematical Finance price modelling, risk modelling, optimal investment Stochastic Modelling biology, medicine, telecommunications
Dr. Deborah KING
A/Prof. Jerry KOLIHA	Nonabsolute integration Kurzweil-Henstock integral or generalized Riemann integral, changing the order of integration in nonabsolute integral) Fredholm operators finite dimensional null space, finite co-dimensional range, applications to equations Equations in C*-algebras C*-algebras, equations ax=c, xb=d and a*xa = c
Dr. Sally KUHLMANN
Prof. Kerry LANDMAN	Mathematical Biology developmental biology, cell migration, proliferation and differentiation Muliti-scale modelling population models, individual-based models cell migration, proliferation and differentiation
Dr. Robert MAILLARDET
Dr. Christine MANGELSDORF
Dr. Paul NORBURY	Moduli spaces Riemann surfaces, magnetic monopoles, Morse theory Geometry 3-manifolds, minimal surfaces, algebraic singularities Mathematical physics integrable systems, gauge theory, string theory
A/Prof. Aleks OWCZAREK	Statistical Mechanics Polymeric systems Mathematical Physics/Integrable models Exact solution of lattice models, critical phenomena Computational physics/algorithms/simulation Monte Carlo algorithms and simulations
A/Prof. Paul PEARCE	Conformal/Quantum Field theory Exact solutions of lattice models Statistical Mechanics
Dr. Guoqi QIAN	Model selection information-theoretic criterion, statistical inference, limit theorems Computational statistics Markov chain Monte Carlo, acceptance-rejection sampling, EM algorithm Statistical modeling and data analysis analysis of missing data, generalised linear mixed-effects models, analysis of time series data
Prof. Arun RAM	Representation Theory
Dr. Lawrence REEVES	curvature, boundaries, decision problems polyhedral metrics, normal surfaces, coarse geometry
Dr. Andrew ROBINSON	Forest and Natural Resources Biometrics modelling, inventory, monitoring Weed control critical period analysis Oncology time series analysis
Prof. J. Hyam RUBINSTEIN	Differential Geometry incl. minimal surfaces Geometric topology 3- and 4-manifolds Shortest Networks incl. applications to design of mining infrastructure
A/Prof. John SADER	Atomic Force Microscopy Continuum Modelling Colloidal interactions
Dr. Matthew SIMPSON	Continuum Modelling Numerical Methods Mathematical Biology
Prof. Peter TAYLOR	Stochastic Models Markov chains, matrix-analytic methods, stochastic fluid models Queueing Systems decay behaviour, multidimensional queueing systems, queues with advance reservations Applications telecommunications, mathematical biology, reliability
A/Prof. Antoinette TORDESILLAS	Mechanics and Physics of Granular Media Micromechanics and Thermodynamics of Complex Media Constitutive Modelling
A/Prof. Ray WATSON	population processes, epidemic modelling, martingales quality modelling, capture-recapture, group testing survival analysis
Dr. Craig WESTERLAND
Dr. Penny WIGHTWICK
Susan WILSON
Dr. David WOOD
A/Prof. Aihua XIA	Probability theory limit theorems, Markov processes, point processes, Stein's method, queueing networks Image processing Computational biology
Dr. Sanming ZHOU	Algebraic Combinatorics symmetry of graphs, automorphism groups of combinatorial structures, Cayley graphs with applications Network Optimization algorithms, optimal routing and labelling, optimal network design Random Graph Processes degree-bounded graph processes, randomized algorithms