Selected Masters / Honours Theses

The theses available on these pages received marks of 80+.

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Name Type Completion Year Research Area Title Download
Madeleine HUGGINS Honours 2010 Applied Mathematics Blind and Myopic Interacting Random Walkers PDF
Michael NEESON Honours 2010 Applied Mathematics Micro uidic Beam Resonators PDF
Dr. Daniel LADIGES Honours 2010 Applied Mathematics Re-Entry Vehicle Stability in Free Molecular and Transitional Regimes PDF
Sebastian PUCILOWSKI Honours 2010 Applied Mathematics Building blocks for the self-assembly of granular materials in three-dimensions PDF
Honours 2008 Applied Mathematics The Dynamics of High-Frequency Nanoelectromechanical Resonators in Fluid PDF
Dr. Rebecca CHISHOLM Honours 2008 Applied Mathematics Cell Proliferation in a Scaffold PDF
Michael COUCH Honours 2008 Applied Mathematics Hamiltonian Mechanics and Integrable Dynamical Systems PDF
Laura HATTAM Honours 2008 Applied Mathematics Applications of Character Polynomials to Combinatorics, Integrable Models and Random Matrices PDF
Benjamin LANSDELL Honours 2008 Applied Mathematics Computational gene prediction using generalised hidden Markov models and tiling arrays PDF
Daniel MENTIPLAY Honours 2008 Applied Mathematics T CELL DEVELOPMENT IN THE THYMUS PDF
Jason NASSIOS Honours 2008 Applied Mathematics Kinetic Theory and the BGK equation: Gas Dynamics for the Nanoscale PDF
James WOODCOCK Honours 2008 Applied Mathematics Mortal Polygamous Networks PDF
Peter BROOKES Honours 2009 Applied Mathematics Lattice Boltzmann in the Finite Knudsen Number Flow Regime PDF
Gus SCHRADER Honours 2009 Applied Mathematics Classical Integrable Systems and Linear Flow on Tori PDF
Ying Wan YAP Honours 2009 Applied Mathematics Rare ed Gas Dynamics: Stokes' Second Problem PDF
Mark WASSELL PGD 2011 Applied Mathematics Estimating a Critical Exponent for the Self-Avoiding Walk PDF
Jack HYWOOD MSc RT 2012 Applied Mathematics Modelling Underlying Tissue Growth: A Study of Methods for Describing the Average Behaviour of Interacting and Non-Interacting Particle Systems PDF
Andrew CRAMER MSc RT 2012 Applied Mathematics Optimised flows and bottlenecks in granular fabric PDF
Christopher BAKER MSc RT 2012 Applied Mathematics Random Walks in Random Environments with Local Dynamic Interactions PDF
Bevan CHEESEMAN MSc RT 2012 Applied Mathematics Cell Motility: A probabilistic modelling framework for single cell movement with explicit extracellular matrix modelling PDF
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