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In mathematics, catastrophe theory is a branch of bifurcation theory in the study of dynamical systems; it is also a particular special case of more general singularity theory in geometry.
Básicamente la teoría de las catástrofes representa la propensión de los sistemas estructuralmente estables a manifestar discontinuidad (pueden producirse cambios repentinos del comportamiento o de los resultados), divergencia (tendencia de las pequeñas divergencias a crear grandes divergencias) e histéresis (el estado depende de su historia pre...
Catastrophe theory is a branch of geometry that studies sudden changes in system behaviour as variables are varied. Learn about its applications to physics, optics, and social science, and its origin with René Thom.
Learn about the mathematical modeling of sudden changes in natural systems, called catastrophes, and their classification, stability and applications. Explore the history, examples and didactical aspects of catastrophe theory.
20 de feb. de 2016 · This chapter reviews the history, concepts, and methods of catastrophe theory, a mathematical theory of discontinuities and qualitative changes in dynamical systems. It also discusses the applications of catastrophe theory in learning science and problem solving, and the philosophical issues of nonlinear dynamics in educational research.
Learn how arousal and performance are related in sport and how to avoid the catastrophic drop in performance caused by too much arousal. See examples of the catastrophe theory in golf and tennis and how coaches can help athletes manage their anxiety.
20 de jun. de 1996 · In the following sections we describe catastrophe theory. In particular, we describe what it is, why it exists, and how it works. Topics. Nonlinear systems, Phase transitions, Aircraft, Signal processing, Phase space methods. This content is only available via PDF. © 1996 American Institute of Physics.
