Research Interests
 Enumerative combinatorics
 Statistical Mechanics
 Stochastic Processes
 Critical Phenomena (phase transitions)
 Markov processes
 Combinatorics
 Orthogonal functions and polynomials
 Polymers
 Modelling of biological systems
Publications
You can find all publications on their Find an Expert page
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Current Postgraduate Supervision
Name 
Thesis title 
Kurt STOECKL 

Past Postgraduate Supervision
Name 
Thesis title 
Nicholas BEATON 
"Combinatorics of Lattice Paths and Polygons" 
Paul FIJN 
"The combinatorics and graph theory of stochastic interface and lattice path problems" 
Caley FINN 
"The Asymmetric Exclusion Process with Open Boundaries" 
John FOXCROFT 
"Combinatorial Enumeration and the Bethe Ansatz" 
Will JAMES 
"The enumeration of heaps and almostconvex polygons" 
William MOORE 
"Biorthogonal polynomial sequences and the asymmetric simple exclusion process" 
Paul NIDRAS 
"Critical behaviour of geometric cluster models" 
Judyanne OSBORN 
"Combinatorics of pavings and paths" 
Ruijie XU 
"Interacting QuarterPlane Lattice Walk Problems: Solutions and Proofs" 
Past Honours & MSc Students
Name 
Project title 
Ned MAHONY 

William MOORE 

Andrew OPPENHEIM 
"Directed walkers on the square and triangular planar lattices" 
William TOM 

Tianyu (Tim) YANG 

Recent Grant History
Year(s) 
Source 
Type 
Title 
2014  2016 
ARC 
Discovery 
Multivariate polynomials:combinatorics and applications 
Responsibilities