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16 - Agent-Based Modeling Within a Dynamic Network

Published online by Cambridge University Press:  18 December 2013

Terrill L. Frantz
Affiliation:
Carnegie Mellon University
Kathleen M. Carley
Affiliation:
Carnegie Mellon University
Stephen J. Guastello
Affiliation:
Marquette University, Wisconsin
Matthijs Koopmans
Affiliation:
Academy for Educational Development, New York
David Pincus
Affiliation:
Chapman University, California
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Summary

Introduction

The study of nonlinear and complex adaptive systems is well supported by both agent-based modeling (ABM) and dynamic network analysis (DNA) techniques (Carley, 2003; Dooley & Corman, 2002). When applied, separately or jointly, to research design, ABM and DNA are powerful techniques that have recurrently led to the progress of social theory over recent decades. Both have also been technological forces leading to the acceptance of computer simulation as a sound and revolutionary research methodology (Bankes, 2002); a methodology that has come to be heralded as the third way of doing research (Axelrod, 2006; Elliott & Kiel, 2004; Ostrom, 1988). This revolution is being further fueled by the escalating dissatisfaction with traditional research methods (Elliott & Kiel, 2004) and the ubiquity of inexpensive computing power. The growing number of success stories of applying ABM, DNA, and computer simulation to social research is rapidly escalating the broad acceptance of these tools by researchers – as evidenced by numerous supportive, scholarly articles recently published in prominent academic publications (Davis, Eisenhardt, & Bingham, 2007; Harrison, Lin, Carroll, & Carley, 2007; Henrickson, 2004).

The success of these techniques reflect the realization that in human systems the complex behaviors of individuals acting within a group are not only critical to the microlevel dynamics, but that the stability, adaptability, and evolution of the entire system can be heavily influenced by these behaviors.

Type
Chapter
Information
Chaos and Complexity in Psychology
The Theory of Nonlinear Dynamical Systems
, pp. 475 - 505
Publisher: Cambridge University Press
Print publication year: 2008

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