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5 - An agent-based model for companies

Published online by Cambridge University Press:  06 August 2010

Hideaki Aoyama
Affiliation:
Kyoto University, Japan
Yoshi Fujiwara
Affiliation:
Kyoto University, Japan
Yuichi Ikeda
Affiliation:
University of Tokyo
Hiroshi Iyetomi
Affiliation:
Niigata University, Japan
Wataru Souma
Affiliation:
Nihon University, Japan
Hiroshi Yoshikawa
Affiliation:
University of Tokyo
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Summary

In Chapters 2 and 3 we investigated various statistical properties of companies by treating them as a statistical ensemble. In the preceding chapter we demonstrated that companies are interconnected through transaction relations, shareholdings, cooperative filing of patents and so on, thus resulting in the formation of a complex network. In this chapter we introduce the results of recent studies elucidating the dynamics of interacting companies using agent-based models.

The agents appearing in economic phenomena comprise consumers, investors, companies and others, and we can regard economic phenomena as many-body systems in which a number of those agents interact. Such an approach is called an agent-based simulation. Recently more and more simulations of various economic phenomena have been carried out using computers.

In computer science, an agent means a small piece of software possessing such properties as autonomy (acting with its own ‘will’), social nature (collaborating with another) and adaptability (making itself fit to its surroundings). These features of the agent exactly coincide with the agent-based model considered in this chapter.

So we might say that economic agents are the actors and the stage is a network connecting those agents. But what drama is played out in this theatre? We will begin by modelling the dynamics of companies as a stochastic process and then proceed to an explanation of agent-based modelling of companies.

Gibrat's process

In the present context we refer to the income, assets and number of employees attributed to a company as its complete ‘size’.

Type
Chapter
Information
Econophysics and Companies
Statistical Life and Death in Complex Business Networks
, pp. 152 - 183
Publisher: Cambridge University Press
Print publication year: 2010

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