Research In The Department.

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Discrete Mathematics & Algebraic Combinatorics

Discrete mathematics is the study of mathematical structures that are by nature discrete rather than continuous. It includes combinatorics and graph theory

Academics:

Continuing Staff:
Dr Richard BRAK (Senior Lecturer)
Dr Jan DE GIER (ARC Queen Elizabeth II Fellow)
Professor Peter FORRESTER (Professor)
Professor Anthony (Tony) GUTTMANN (Professor)
Professor Arun RAM (Professor)
Associate Professor Sanming ZHOU (Senior Lecturer)

Research Fellows:
Dr Iwan JENSEN (ARC Australian Research Fellow)
Dr David WOOD (ARC Queen Elizabeth II Fellow)

Visitors:
Mr Michael PAYNE ( Australia)

Students:

Postgraduates:

Natalie AISBETT
Wendy BARATTA	Problems in Macdonald polynomial theory
Nicholas BEATON	Exact Solutions of Polygons and Random Walks.
Paul FIJN	The combinatorics and graph theory of stochastic interface and lattice path problems
Max FLANDER
Benjamin FLEMING	Determinantal processes in statistical mechanical models
Anthony MAYS	Eigenvalue distributions in the complex plane
Anita PONSAING	Combinatorial aspects of the quantum Knizhnik - Zamolodchikov equation
Ricky ROTHERAM	Cores in vertex-transitive graphs
Callum SLEIGH	Completed Cycles and Moduli of Curves.
Alison THOMSON	Graph theory problems arising from optical networks
Guangjun XU	Cayley graphs, network design and domination

Honours:

Nicholas STEVENSON
Maria TSARENKO

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Faculty of Science Department of Mathematics and Statistics

Research In The Department.

Faculty of Science
Department of Mathematics and Statistics