Seminar: Professor Julian Hunt, "Systems modelling approaches for making and exploring decisions"

Past Event

Date
20 May 2008, 1:30pm - 3:00pm

Location
Said Business School
Park End Street, Oxford OX1 1HP

Professor Julian Hunt, Department of Space and Climate Physics, University College London

Abstract: Increasingly all large organisations including governments and large industries are using systems modelling to analyse complex and multifarious activities, to make predictions and then make decisions for their present and future operations. These may well be iterative processes and continually adjusted as events unfold. For political organisations (which means most organisations today) such systems-based decisions have to be explained and justified, especially when the decisions have to change quite rapidly. Previous systems based analyses/predictions and decisions are reviewed, such as conflict, environmental pollution, disease, and organisational changes/issues. The mathematical methods involved are discussed (deterministic coupled equations, dynamical systems analysis, statistical/probabilistic modelling), as well as the new challenges of climate change, risks, changing physical and societal systems (e.g. megacities), and resource issues. Some of the big questions for systems modellers working with decision makers are first how to focus on key issues of optimal combination of micro and macro modelling (e.g. using data from discrete bottom up, simulation/computational methods to support or critique top-down, macro analyses of critical aspects – which are much easier to communicate and use for decision making). Second, how systems have metastable states with sometimes rapid transitions between them - which should be explained in public decisions (highly relevant in modelling disaster /planning scenarios). Third, how publication of predictions and future plans resulting from modelling can cause society to change its actions, and possibly invalidate the predictions! Does this imply that public targets/policies may have to be deliberately in error to obtain the desired outcome? If so, this may require a new approach to error analysis of such systems.