James, Alex - Department of Mathematics and Statistics, University of Canterbury

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James, Alex - Department of Mathematics and Statistics, University of Canterbury

Optimizing the encounter rate in biological interactions: ballistic versus Levy versus Brownian strategies
Modelling the dynamic response of oxygen uptake to exercise Alex James, Simon Green and Michael J. Plank
Optimal foraging: Levy pattern or process? Plank, M. J. and James, A.
XML Template (2010) [22.12.20106:42pm] [114] {TANDF_FPP}TMES/TMES_A_543158.3d (TMES) [PREPRINTER stage]
A Nonlinear Model of Age and Size-Structured Populations with Applications to Cell Cycles
Stability of Multiple Steady States of Catalytic Combustion , and J. BRINDLEY
Modelling predation as a capped rate stochastic process, with applications
Bulletin of Mathematical Biology (2010) 72: 896913 DOI 10.1007/s11538-009-9473-z
SIZE-SPECTRA DYNAMICS FROM STOCHASTIC PREDATION AND GROWTH OF INDIVIDUALS: DERIVATION
This article was published in an Elsevier journal. The attached copy is furnished to the author for non-commercial research and
From Lessons to Lectures: NCEA Mathematics Results and First-Year Mathematics Performance
arXiv:0712.0613v1[q-bio.QM]4Dec2007 On fitting power laws to ecological data
An event-based model of superspreading in epidemics Alex Jamesa
The role of variance in capped rate stochastic growth models with external mortality
SHORT COMMUNICATION Quantifying the effects of individual and environmental
Multi-channel monolith reactors as dynamical systems *, J. Brindleyb
MARINE ECOLOGY PROGRESS SERIES Mar Ecol Prog Ser
The relationship between plankton blooms, the hatching of fish larvae, and recruitment
Chemical Engineering Science 56 (2001) 46494658 www.elsevier.com/locate/ces