Past Conferences and Workshops
- Evolutionary Game Theory, Natural Selection, and Darwinian Dynamics
- Max-Plus Algebra and Its Aapplications
- Stochastic Control, Communications and Numerics Perspective
- Smart Solutions for Australian Industry
Evolutionary Game Theory, Natural Selection, and Darwinian Dynamics Workshop
Adelaide, October 13-14, 2005
All of life is a game and evolution by natural selection is no exception. The evolutionary game theory presented in this workshop provides the tools necessary for understanding many of nature’s mysteries, including coevolution, speciation, extinction and the major biological questions regarding fit of form and function, diversity, procession, and the distribution and abundance of life. Mathematics for the evolutionary game are developed based on Darwin's postulates leading to the concept of a fitness generating function (G-function). G-function is a tool that simplifies notation and plays an important role developing Darwinian dynamics that drive natural selection.
For more information please click on the link.
Workshop on Max-Plus Algebra and its applications
Adelaide, November 18-19, 2004
Sponsored by the University of South Australia
The workshop deals with the modelling and analysis of the time behaviour of linear systems which are nowadays characterized as discrete event dynamic systems (DEDS).
For more information please click on the link.
Stochastic Control, Communications and Numerics Perspective
Adelaide, September 29, 30 and October 1, 2004
Sponsored by the University of South Australia and AMSI
The focus of the workshop is on mathematical methods. The orientation is towards applications in control, communications and operations research. The workshop includes participation by some 18 academics and 16 postgraduate students, half of whom is coming from interstate.
Smart Solutions for Australian Industry
Adelaide, 3 - 7 February 2003
Maths-in-Industry Study Group 2003
Hosted by the Centre for Industrial and Applied Mathematics
University of South Australia
MISG 2003 was supported by:
- Australian and New Zealand Industrial and Applied Mathematics (ANZIAM)
- Commonwealth Scientific and Industrial Research Organisation (CSIRO)
- CEANET
- Defence Science and Technology Organisation (DSTO)
- University of South Australia (UniSA)
