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Volumn 26, Issue 4, 2000, Pages 447-462

Symmetry, Contingency, Complexity: Accommodating Uncertainty in Public Relations Theory

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EID: 0347114725     PISSN: 03638111     EISSN: None     Source Type: Journal    
DOI: 10.1016/S0363-8111(00)00058-8     Document Type: Article
Times cited : (46)

References (69)
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    • Strictly speaking, complexity theory and chaos theory are slightly different fields. Goldberg and Markóczy defined the differences thus: "The study of chaos generally involves the study of extremely simple non-linear systems which lead to extremely complicated behavior, and complexity is generally about the [simple] interactions of many things [often repeated] leading to higher level patterns." See Jeffrey Goldberg and Livia Markóczy, "Complex Rhetoric and Simple Games," presentation at the 1998 Annual Meeting of the Academy of Management, Organizational Theory Group, p. 4. Chaos theory - often the favored term in sciences such as biology, physics, and mathematics - aids in studying and making predictions from nonlinear dynamical systems. By contrast, complexity theory "is really about how a system which is complicated [usually by having many interactions] can lead to surprising patterns when the system is looked at as a whole" (Goldberg and Markóczy, op. cit., pp. 4-5). For a good discussion of various other terms for complex systems, as well as a lucid history of the idea of emergence, particularly during the late 19th and early 20th centuries, see Jeffrey Goldstein, "Emergence as a Construct: History and Issues," Emergence 1 (1999), pp. 49-72.
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    • A similar instance of unpredictable coevolution in international politics was discussed by Schofield: "Who could have guessed in 1989 that the events in the U.S.S.R. would lead to the unification of Germany, to interest rate choices by the Deutschbank, to extraordinary exchange rate speculation against the sterling. . .to the possible demise of the EMU, maybe to violent disagreements over GATT? It is also entirely possible that the initial events have had something to do with the recent Israel-PLO accord (many new immigrants to Israel from Eastern Europe, increased votes for the Labor Party, etc.). . .Since it is impossible to know what the triggering mechanisms are in complex collective choice situations, causal relationships must generally be obscure." See Norman Schofield, "Chaos or Equilibrium in a Political Economy," in A. Albert (ed.), Chaos and Society (Amsterdam: IOS Press, 1995), p. 206.
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    • Ibid, pp. 40-41. For more complete discussions of the use of metaphor in the science of complexity, see the following: Alan D. Beyerchen, "Clausewitz, Nonlinearity and the Importance of Imagery," in D. Alberts and T. J. Czerwinski (eds.), Complexity, Global Politics and National Security (Washington, DC: National Defense University, 1997), pp. 161-62, 167-68. [Online]. [Available: http://www.dodccrp.org ]; Lissack, op. cit.; and M. Mitchell Waldrop, Complexity: The Emerging Science At the Edge of Order and Chaos (New York: Simon & Shuster, 1992).
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    • Ibid, pp. 40-41. For more complete discussions of the use of metaphor in the science of complexity, see the following: Alan D. Beyerchen, "Clausewitz, Nonlinearity and the Importance of Imagery," in D. Alberts and T. J. Czerwinski (eds.), Complexity, Global Politics and National Security (Washington, DC: National Defense University, 1997), pp. 161-62, 167-68. [Online]. [Available: http://www.dodccrp.org ]; Lissack, op. cit.; and M. Mitchell Waldrop, Complexity: The Emerging Science At the Edge of Order and Chaos (New York: Simon & Shuster, 1992).
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    • Ibid, pp. 40-41. For more complete discussions of the use of metaphor in the science of complexity, see the following: Alan D. Beyerchen, "Clausewitz, Nonlinearity and the Importance of Imagery," in D. Alberts and T. J. Czerwinski (eds.), Complexity, Global Politics and National Security (Washington, DC: National Defense University, 1997), pp. 161-62, 167-68. [Online]. [Available: http://www.dodccrp.org ]; Lissack, op. cit.; and M. Mitchell Waldrop, Complexity: The Emerging Science At the Edge of Order and Chaos (New York: Simon & Shuster, 1992).
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    • Ibid, pp. 40-41. For more complete discussions of the use of metaphor in the science of complexity, see the following: Alan D. Beyerchen, "Clausewitz, Nonlinearity and the Importance of Imagery," in D. Alberts and T. J. Czerwinski (eds.), Complexity, Global Politics and National Security (Washington, DC: National Defense University, 1997), pp. 161-62, 167-68. [Online]. [Available: http://www.dodccrp.org ]; Lissack, op. cit.; and M. Mitchell Waldrop, Complexity: The Emerging Science At the Edge of Order and Chaos (New York: Simon & Shuster, 1992).
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    • Ted Goertzel and Ben Goertzel, "Attitudes as Chaotic Attractors: Rethinking the Anita Hill/Clarence Thomas Affair," in A. Albert (ed.), Chaos and Society (Amsterdam: IOS Press, 1995), p. 154.
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    • Goertzel, T.1    Goertzel, B.2
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    • Specifically, Priesmeyer (1995) used the logistic equation to produce a "map" that compared x-axis data, showing the internal activity level of a particular system, with k-axis data, showing the degree of stability in the external environment. See H. Richard Priesmeyer, "Logistic Regression: A Method for Describing, Interpreting, and Forecasting Social Phenomenon [sic] with Nonlinear Equations," in A. Albert (ed.), Chaos and Society (Amsterdam: IOS Press, 1995), pp. 329-338. Among other things, "The logistic map shows that the opportunity for true system change is built into the system, but. . .only when the system is operating in 'far from equilibrium conditions' does the opportunity for change exist" (H. Richard Priesmeyer and E. Cole, "Nonlinear Analysis of Disaster Response Data," Paper presented at the "What Disaster Response Management Can Learn From Chaos Theory" Conference, California Research Bureau (May 18-19, 1995). [Online]. [Available: http://www.library. ca.gov/CRB/96/05.html]
    • (1995) Chaos and Society , pp. 329-338
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    • Specifically, Priesmeyer (1995) used the logistic equation to produce a "map" that compared x-axis data, showing the internal activity level of a particular system, with k-axis data, showing the degree of stability in the external environment. See H. Richard Priesmeyer, "Logistic Regression: A Method for Describing, Interpreting, and Forecasting Social Phenomenon [sic] with Nonlinear Equations," in A. Albert (ed.), Chaos and Society (Amsterdam: IOS Press, 1995), pp. 329-338. Among other things, "The logistic map shows that the opportunity for true system change is built into the system, but. . .only when the system is operating in 'far from equilibrium conditions' does the opportunity for change exist" (H. Richard Priesmeyer and E. Cole, "Nonlinear Analysis of Disaster Response Data," Paper presented at the "What Disaster Response Management Can Learn From Chaos Theory" Conference, California Research Bureau (May 18-19, 1995). [Online]. [Available: http://www.library. ca.gov/CRB/96/05.html]
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    • However, this idea needs qualification. Conceptually, crisis points in complex systems are elastic - that is, their impact may be moderated by beginning to adapt before the actual crisis occurs. Yet this "corrective action does not mean planning the outcome of the change. It means increasing positive feedback into the system so the change is less catastrophic." See Mark Michaels, "Seven Fundamentals of Complexity for Social Science Research," in A. Albert (ed.), Chaos and Society (Amsterdam: IOS Press, 1995), p. 25.
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