
Overview
Background
Jerzy Filar is Emeritus Professor of Applied Mathematics. Jerzy is a broadly trained applied mathematician with research interests spanning a spectrum of both theoretical and applied topics in Operations Research, Stochastic Modelling, Optimisation, Game Theory and Environmental Modelling. Professor Filar co-authored, or authored, five books or monographs and approximately 100 refereed research papers. He has a record of research grants/contracts with agencies and research institutes such as NSF, ARC, US EPA, World Resources Institute, DSTO, FRDC and the Sir Keith and Sir Ross Smith Foundation. He is editor-in-chief of Springer’s Environmental Modelling and Assessment and served on editorial boards of several other journals. He has supervised or co-supervised 29 PhD students. Jerzy's Erdos Number is 3.
Availability
- Emeritus Professor Jerzy Filar is:
- Available for supervision
Fields of research
Qualifications
- Bachelor (Honours) of Science (Advanced), University of Melbourne
- Masters (Coursework), Monash University
- Masters (Coursework), University of Illinois
- Doctor of Philosophy, University of Illinois
Research interests
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Stochastic Modelling
Markov Decision Processes, Stochastic Games, Risk.
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Analytic Perturbation Theory and Applications
Regular and singular perturbations of matrices and operators and their applications to optimisation and Markov chains.
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Operations Research and Optimisation
Linear, nonlinear and dynamic programming. Applications to patient flow modelling, airport recovery problem, electricity grid operations.
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Environmental Modelling
Sustainable fisheries, sustainability and the times scales conjecture, cascading errors in complex models of the environment, evolutionary games.
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Graph Theory
Hamiltonian cycle problem, spectral properties of regular graphs.
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Game Theory
Non-cooperative dynamic games, games with incompetent players, applications of game theory.
Research impacts
In his last role as CARM Director, Professor Filar and the team are partnered with Queensland’s Department of Agriculture and Fisheries (DAF) to equip their stock assessments with the very latest statistical and mathematical modelling methodologies to support the Sustainable Fisheries Strategy. As fisheries are not fully observable and fish numbers vary as they are lost to predators , disease, aging, fishing pressures and other environmental factors it is very challenging to devise reliable assessments and sustainable harvest levels that deliver economic benefits without dangerously depleting fish stocks. This is where mathematical and statistical modelling as well as computer simulations offer an effective and risk-free approach to estimate likely impacts of any proposed change.
Works
Search Professor Jerzy Filar’s works on UQ eSpace
1984
Journal Article
Semi-Antagonistic Equilibrium Points and Action Costs
Filar, J. A. (1984). Semi-Antagonistic Equilibrium Points and Action Costs. Cahiers Du Centre D'Etudes De Recherche Operationelle, 26 (3-4), 227-239.
1984
Journal Article
A Matrix Game Solution of the Single-Controller Stochastic Game
Filar, JA and Raghavan, Tes (1984). A Matrix Game Solution of the Single-Controller Stochastic Game. Mathematics of Operations Research, 9 (3), 356-362. doi: 10.1287/moor.9.3.356
1983
Journal Article
A Finite Algorithm for the Switching Control Stochastic Game
Vrieze, OJ, Tijs, SH, Raghavan, Tes and Filar, JA (1983). A Finite Algorithm for the Switching Control Stochastic Game. Or Spektrum, 5 (1), 15-24.
1983
Journal Article
Percentiles and Markov Decision Processes
Filar, Jerzy A. (1983). Percentiles and Markov Decision Processes. Operations Research Letters, 2 (1), 13-15. doi: 10.1016/0167-6377(83)90057-3
1982
Journal Article
An Algorithm for Solving S-Games and Differential S-Games
Filar, JA and Raghavan, Tes (1982). An Algorithm for Solving S-Games and Differential S-Games. Siam Journal On Control and Optimization, 20 (6), 763-769. doi: 10.1137/0320055
1981
Journal Article
Ordered field property for stochastic games when the player who controls transitions changes from state to state
Filar J.A. (1981). Ordered field property for stochastic games when the player who controls transitions changes from state to state. Journal of Optimization Theory and Applications, 34 (4), 503-515. doi: 10.1007/BF00935890
1981
Journal Article
A single loop stochastic game which one player can terminate
Filar, J. A. (1981). A single loop stochastic game which one player can terminate. OPSEARCH, 18 (4), 185-203.
1976
Journal Article
Estimation of Strategies in a Markov Game
Filar, JA (1976). Estimation of Strategies in a Markov Game. Naval Research Logistics, 23 (3), 469-480. doi: 10.1002/nav.3800230309
Funding
Past funding
Supervision
Availability
- Emeritus Professor Jerzy Filar is:
- Available for supervision
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Available projects
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Risk and Uncertainty Quantification in Environmental Modelling
Mathematical models of environmental problems often demand understanding of complex dynamics and interactions between many physical and biological variables on the one hand, and human inputs on the other. Uncertainties accompanying such models stem from multiple sources. Sometimes they manifest themselves as cascading errors and at other times they involve the risk of key variables crossing undesirable thresholds. In both cases they undermine confidence in either the model or, worse still, the underlying science.
The accompanying mathematical problems can be studied using a wide range of approaches including (but not limited to) perturbation theory, stochastic processes, partially observable Markov decision processes, statistical methods, dynamical systems and simulation. They can also be applied in several important contexts including (but not limited to) conservation of natural resources, optimizing harvests of fish subject to sustainability constraints or generating warning signals for species whose abundance drops to low levels. One particularly challenging problem is that of designing controls that minimize the probability of a catastrophe, consistently over time, while achieving satisfactory and sustainable resource consumption. A related problem, also stemming from fishery science applications, is that of devising a “balanced harvest” strategy that ultimately restores the proportions of age cohorts of the harvested species to those that are natural for that species.
There are several PhD, Masters’ or Honours’ research projects that can be designed on this general theme and tailored to the particular student’s background and interests. For some projects co-supervision with scientists from the Queensland Department of Agriculture and Fisheries, or CSIRO may be required.
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Fishery-dependent monitoring of Queensland's fisheries
Review and evaluate efficient sampling programs: Is the right amount of sampling occurring for each species? Are there any significant biases in the sampling programs for each species? Assess whether routine analyses are being carried out correctly and to develop new analyses for fisheries management.
Project components include developing: Quantitative analyses to optimise fishery-dependent sampling across multiple species and regions. Routine methods for assessing precision of current sampling of fish length and age. New methods for turning fish length and age data into advice (indicators) about fishing pressure and the status of fish stocks. A corresponding harvest strategy and reference points for judging the performance of the indicators.
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Queensland state-wide estimation of recreational fish catches
Improved estimation of state-wide recreational harvests, including resampling, bootstrap and MCMC techniques. Quantify changes in survey angler avidity and recall bias between survey years and methodologies; adjust previous survey data to obtain improved estimates. Evaluating sampling frames - develop methods to generate state-wide harvest estimates (and associated measures of uncertainty) from several synchronous samples taken from different sampling frames (e.g. a licence frame and a residential telephone number list). Develop hierarchical and conditional mixed models for estimation of recreational fish catch and catch rates. Investigate the statistical modelling of recreational survey data collected from multiple survey methods.
From survey to analysis: dealing with differences in the scale at which survey data are collected and the scale at which data are analysed. Examine appropriate estimation methods for different fish species. Develop statistical methods for low fish abundance or recreational species caught by ‘hard-to-reach’ fishers. Develop methods to engage and retain recreational fishers in volunteer data contribution programs.
Supervision history
Current supervision
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Doctor Philosophy
Machine Learning for Quantitative Fisheries Stock Assessments
Associate Advisor
Other advisors: Dr Nan Ye
Completed supervision
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2024
Doctor Philosophy
Parametric sensitivity of threshold risk and multi-absorption phase type distributions
Principal Advisor
Other advisors: Associate Professor Yoni Nazarathy
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2019
Doctor Philosophy
Evolutionary games under incompetence & foraging strategies of marine bacteria
Principal Advisor
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2024
Doctor Philosophy
On quantitative indices and modelling of harvested fish populations
Associate Advisor
Other advisors: Dr Matthew Holden
Media
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