MORe: Dr Owen Jones
Short Biography
Owen is a senior lecturer at the Department of Mathematics and Statistics at The University of Melbourne. Among other areas Owen’s research interests lie in the area of mathematical finance, stochastic modelling and simulation.
Research Interests
- Branching processes
- Fractals and self-similar processes
- Mathematical Finance
- Stochastic modelling and simulation
Selected Publications
1. A. Costa, O. Jones and Kroese
Convergence Properties of the Cross-Entropy Method for Discrete Optimization
Operations Research Letters, 35, 573-580, 2007
2. O. Jones
Modelling electricity power cuts in the UK
The ANZIAM Journal, 47, C585-C602, 2007
3. Johnson Jev, O. Jones and Tang L
Exploring decision makers' use of price information in a speculative market
Management Science, 52, 897-908, 2006
4. W. Arroum and O. Jones
Estimation for time-changed self-similar stochastic processes
6039, Article 60390F , 2006
5. O. Jones and Y. Shen
A non-parametric test for self-similarity and stationarity in network traffic
219-234, Springer London, London, United Kingdom, 2005
6. O. Jones
Fast, efficient on-line simulation of self-similar processes
165-176, World Scientific Publishing Co, 2004
7. O. Jones and Y. Shen
Estimating the Hurst index of a self-similar process
IEEE Signal Processing Letters, 11, 416-419, 2004
8. O. Jones
Large deviations for supercritical multi-type branching processes
J. Appl. Probab, 41, 703--720, 2004
9. R. C. H. Cheng and O. Jones
Analysis of Distributions in Factorial Experiments
Statistica Sinica, 14, 1085-1103, 2004
10. B. Hambly and O. Jones
Thick and thin points for random recursive fractals
Advances in Applied Probability, 35, 251-277, 2003
11. R. Cheng and O. Jones
Robust hybrid designs for real-time simulation trials
Proceedings of the 2003 Winter Simulation Conference, 585-591, INFORMS Simulation Socirty, 2003
12. O. Jones
Multivariate Bottcher equation for polynomials with non-negative coefficients
Aequationes Mathematicae, 63, 251-265, 2002
13. B. Hambly and O. Jones
Asymptotically one-dimensional diffusion on the Sierpinski gasket and multi-type branching processes with varying environment
Journal of Theoretical Probability, 15, 301-338, 2002
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