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Chaos in a Simplest Cyclic Memristive Neural Network
International Journal of Bifurcation and Chaos in Applied Sciences and Engineering, 2022Previous studies have shown that cyclic neural networks which have no autoexcitation and are unidirectional cannot generate chaos. Inspired by this finding, the present paper constructs a new memristive neural network composed of three nodes connected by
Q. Lai +4 more
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Hospital Practice, 1990
Abstract I SUPPOSE it is a fitting sign of the times that chaos has become, simultaneously, an important concept in science, the title of a widely read book, and a topic for cocktail party conversation. It is to the last of these subjects that this essay is addressed.
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Abstract I SUPPOSE it is a fitting sign of the times that chaos has become, simultaneously, an important concept in science, the title of a widely read book, and a topic for cocktail party conversation. It is to the last of these subjects that this essay is addressed.
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, 2020
Chance probabilities mathematics and physics probabilities lotteries and horoscopes classical determinism games sensitive dependence on initial condition Hadamard, Duhem and Poincare turbulence - modes turbulence - strange attractions chaos - a new ...
D. Ruelle
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Chance probabilities mathematics and physics probabilities lotteries and horoscopes classical determinism games sensitive dependence on initial condition Hadamard, Duhem and Poincare turbulence - modes turbulence - strange attractions chaos - a new ...
D. Ruelle
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THE ECONOMICS OF CHAOS OR THE CHAOS OF ECONOMICS *
Oxford Economic Papers, 1988This paper gives a simple account of nonlinear dynamics, focusing on cycles and chaos. There is a survey of economic models that involve chaos. The case where a chaotic system is subject to exogenous random shocks is discussed. Copyright 1988 by Royal Economic Society.
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1996
The repetition of the word chaos in the title is to indicate that this word is used with quite different meanings. The famous artist Escher once drew a picture with the title Order and Chaos. In the middle of that picture we may see a beautiful regular crystal that is surrounded by all kinds of trash, such as broken bottles, opened cans, and so on. The
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The repetition of the word chaos in the title is to indicate that this word is used with quite different meanings. The famous artist Escher once drew a picture with the title Order and Chaos. In the middle of that picture we may see a beautiful regular crystal that is surrounded by all kinds of trash, such as broken bottles, opened cans, and so on. The
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Fighting chaos with chaos in lasers
Science, 2018Complex wave interference suppresses nonlinearities that destabilize ...
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Chaos and Chaos; Complexity and Hierarchy
Systems Research and Behavioral Science, 2014We address the characteristic complexity of large multi-scale systems. Starting from the concept of perceptual scale, we present an ecosystemic model-hierarchy description, which we believe is more applicable to nature than conventional hierarchical representations.
Willy Ranson +2 more
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2019
Wissenschaftliche Relevanz besitzt der Ausdruck „Chaos“ vor allem in der Antike und in der modernen Chaostheorie. Während er in der antiken Mythologie und Philosophie im Rahmen von Kosmogonien und Kosmologien die Frage beantworten sollte, woraus der wohlgeordnete Kosmos entstanden ist, änderte sich die Bedeutung von „Chaos“ in der Moderne deutlich.
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Wissenschaftliche Relevanz besitzt der Ausdruck „Chaos“ vor allem in der Antike und in der modernen Chaostheorie. Während er in der antiken Mythologie und Philosophie im Rahmen von Kosmogonien und Kosmologien die Frage beantworten sollte, woraus der wohlgeordnete Kosmos entstanden ist, änderte sich die Bedeutung von „Chaos“ in der Moderne deutlich.
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Physical Review Letters, 1991
Summary: We study a rule for quantizing chaos based on the dynamical zeta function defined by a Euler product over the classical periodic orbits as suggested by Gutzwiller's semiclassical trace formula. A test of our approximate quantization formula is carried out for the planar hyperbold billiard, which shows that at least the first 150 quantum energy
Sieber, M., Steiner, F.
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Summary: We study a rule for quantizing chaos based on the dynamical zeta function defined by a Euler product over the classical periodic orbits as suggested by Gutzwiller's semiclassical trace formula. A test of our approximate quantization formula is carried out for the planar hyperbold billiard, which shows that at least the first 150 quantum energy
Sieber, M., Steiner, F.
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