GPA: A Multiformalism, Multisolution Approach to Efficient Analysis of Large-Scale Population Models

GPA: A Multiformalism, Multisolution Approach to Efficient Analysis of Large-Scale Population Models

Jeremy T. Bradley, Marcel C. Guenther, Richard A. Hayden, Anton Stefanek
Copyright: © 2014 |Pages: 26
DOI: 10.4018/978-1-4666-4659-9.ch008
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Abstract

This chapter discusses the latest trends and developments in performance analysis research of large population models. In particular, it reviews GPA, a state-of-the-art Multiformalism, Multisolution (MFMS) tool that provides a framework for the implementation of various population modelling formalisms and solution methods.
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2 Background

Population models describe interactions between individuals, which are grouped into populations. Individuals can represent a number of different entities or agents such as people, telecommunication equipment or vehicles to name but a few. While the individual behaviour of agents can be described using a small set of rules, the simulation of population models becomes infeasible when looking at the interaction of thousands or millions of individuals. However, when grouping a large number of individuals into populations, it is possible to evaluate the effects of interactions using efficient mean-field analysis techniques rather than simulation.

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