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Optimisation and Optimal Control
Optimization is about finding the "best" way to do a task, subject to any restrictions. Research in optimization includes model development, analysis, numerical techniques and applications.
Research Interests
- Nonlinear programming.
- Nonsmooth analysis and optimization.
- Global optimization.
- Applied nonlinear functional analysis.
- Semidefinite programming.
- Optimal control for cancer chemotherapy.
- Numerical methods for nonsmooth problems.
- Integer programming.
- Stochastic programming.
- Application of Optimization Techniques to
- Approximation,
- Biology,
- Finance,
- Engineering,
- Statistics,
- Data mining,
- Open Pit Mining,
- Scheduling Port Operations.
Group Members
Research Fellows
Postgraduate Researchers
- Michelle Dunbar
- Amirah Abd Rahman
Collaborators
- Natashia Boland, University of Melbourne, Australia
- Xiaojun Chen, Hirosaki University, Japan
- Andreas Fischer, Dortmund University, Germany
- Martin Groetschel, ZIB, Germany
- Andreas Bley, ZIB, Germany
- Dinh The Luc, University of Avignon, France
- Christian Kanzow, University of Hamburg, Germany
- Lucien Polak, UC Berkeley, USA
- Gue Myung Lee, Pukyong National University, Korea
- Alex Rubinov, University of Ballarat, Victoria
- Steve Wright, University of Wisconsin, Madison, USA
Facilities
Relevant Courses
Links
Related Groups
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