Overview

Topic status: In progress

Overview

Although the theory of optimal design is well established, there is little in the design literature related to the development of algorithms for constructing such optimal designs. The aim of this project is to investigate numerical algorithms for constructing optimal designs. Hence this project combines areas of optimum experimental design (e.g. probability distributions, log-likelihood functions and information matrices) and optimisation theory (e.g. multiplicative algorithms, gradient methods and numerical analysis).

Research activities

The research activities include literature review and programming of algorithms.

Expected outcomes

Report on common algorithms in use and at least one algorithm coded up in MATLAB.

Duration of project

6 weeks, December 2011/January 2012

Number of hours 

42 hours total

Study level
Vacation research experience scholarship
Supervisors
QUT
Organisational unit

Science and Engineering Faculty

Research area

Mathematical Sciences

Keywords
optimal design, design, algorithm, constructing optimal designs
Contact
Please contact supervisor for enquiries.