Frank Allen
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Chaos theory is concerned with unpredictable courses of events. The irregular and unpredictable time evolution of many nonlinear and complex linear systems has been named chaos. Chaos is best illustrated by Lorentz’ famous butterfly effect: the notion that a butterfly stirring the air in Hong Kong today can transform storm systems in New York ...
Chaos theory, more technically nonlinear dynamical systems (NLDS) theory, is an exciting, rapidly developing area of mathematics with increasing application in the physical, biological, and social sciences. Along with great metaphorical appeal, nonlinear dynamical systems can also add rigor and realism to human sciences; this article describes ...
Dec 1, 2021 · The abovementioned principles of chaos theory (edge of chaos, the butterfly effect, bifurcation and cosmology, self-organization, and strange attractors) can help us to understand how COVID-19 has pushed the tourism industry to the edge of chaos, how the tourism industry is changing as a result of COVID-19, how the industry can self-organize with new norms, and what role strange attractors ...
Jun 1, 1996 · Abstract. This article uses chaos theory to model public relations situations whose salient feature is the volatility of public perceptions. After discussing the central premises of the theory itself, it applies chaos theory to issues management, the evolution of interest groups, crises, and rumors. It concludes that chaos theory is most useful ...
About the journal. An interdisciplinary journal of nonlinear science. Chaos, Solitons & Fractals has an open access companion journal Chaos, Solitons & Fractals: X which has the same aims and scope, editorial board and peer-review process. . Chaos, Solitons & Fractals aims to be the leading journal in the …. View full aims & scope.
Dec 1, 2021 · Further, the Society for Chaos Theory in Psychology and the Life Sciences (SCTPLS), established in 1991, of which Dr. Schuldberg has been President, now has members from 30 different countries. A recent review ( Pincus, et al., 2018 ) shows considerable high quality nonlinear work in humanistic psychology—a subdiscipline which over time has honored more systemic, holistic and interconnected ...
CGO is a metaheuristic technique based on chaos theory whose fractals are configured as per chaos game technique. Chaos theory mainly focuses on the systems that are dynamically sensitive towards the initial conditions. Chaos Game is basically the construction of fractals employing the initial form as well as a random initial point.
Jan 1, 2004 · The fundamental ideas and concepts of “chaos theory” could shed some light on this question. The discovery of chaos theory was based on, among others, three fundamental ideas: (1) nonlinear inter-dependence; (2) determinism and order; and (3) sensitivity to initial conditions. Each of these ideas fits in appropriately as far as geophysical ...
Time series forecasting is a crucial and challenging task with wide applications in both natural and social sciences. This paper explores the efficacy of integrating chaos theory with deep learning to enhance both accuracy and efficiency in forecasting. Our novel method leverages the randomness, sensitivity, and diversity inherent in chaotic ...
Jan 1, 2017 · The chaos theory is a revolutionary approach to understanding and forecasting the behavior of financial markets. The beginning of its application coincided with the transition of finance to the use of big data. As computers and knowledge became more powerful chaos theory could become a larger part of evaluating and predicting in financial ...
