Results 271 to 280 of about 147,306 (317)
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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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International Journal of Bifurcation and Chaos, 2001
In this paper we show how to relate a form of high-dimensional complexity to chaotic and other types of dynamical systems. The derivation shows how "near-chaotic" complexity can arise without the presence of homoclinic tangles or positive Lyapunov exponents.
Ray Brown +2 more
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In this paper we show how to relate a form of high-dimensional complexity to chaotic and other types of dynamical systems. The derivation shows how "near-chaotic" complexity can arise without the presence of homoclinic tangles or positive Lyapunov exponents.
Ray Brown +2 more
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International Journal of Bifurcation and Chaos, 2006
This work presents a linguistic approach to the understanding of chaos. The idea comes from our work on translating into sounds and music the complexity of chaotic systems, as with Chua's attractors. Therefore, working with sounds, we have used a standardization criterion in order to detect only some of the features of the richness of chaos.
BILOTTA, Eleonora +1 more
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This work presents a linguistic approach to the understanding of chaos. The idea comes from our work on translating into sounds and music the complexity of chaotic systems, as with Chua's attractors. Therefore, working with sounds, we have used a standardization criterion in order to detect only some of the features of the richness of chaos.
BILOTTA, Eleonora +1 more
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International Journal of Bifurcation and Chaos, 2013
In this paper, the chaotic behavior of a set-valued mapping F : X → 2X, where X is a compact space, is investigated. The existence of the generalized shadowing property in the hyperspace 2X is proved. Based on the generalized shadowing property of the set-valued mappings F and the assumption of the existence of an unstable chain recurrent point of the
Zdenek Beran, Sergej Celikovský
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In this paper, the chaotic behavior of a set-valued mapping F : X → 2X, where X is a compact space, is investigated. The existence of the generalized shadowing property in the hyperspace 2X is proved. Based on the generalized shadowing property of the set-valued mappings F and the assumption of the existence of an unstable chain recurrent point of the
Zdenek Beran, Sergej Celikovský
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Fighting chaos with chaos in lasers
Science, 2018Complex wave interference suppresses nonlinearities that destabilize ...
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The chaos model and the chaos cycle
ACM SIGSOFT Software Engineering Notes, 1995I believe that to truly understand software development, we must not only understand the flow of an entire project and how to write each line of code, we must also understand how one line of code relates to the whole project. It seems to me that we have studied each aspect of software development in isolation, not how all aspects fit together.
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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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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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Physical Review Letters, 1990
Summary: The authors show that one can convert a chaotic attractor to any one of a large number of possible attracting time-periodic motions by making only small time-dependent perturbations of an available system parameter. The method utilizes delay coordinate embedding, and so is applicable to experimental situations in which apriori analytical ...
Ott, Edward +2 more
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Summary: The authors show that one can convert a chaotic attractor to any one of a large number of possible attracting time-periodic motions by making only small time-dependent perturbations of an available system parameter. The method utilizes delay coordinate embedding, and so is applicable to experimental situations in which apriori analytical ...
Ott, Edward +2 more
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The American Mathematical Monthly, 2001
WOS ...
Kennedy, J, Koçak, Şahin, Yorke, JA
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WOS ...
Kennedy, J, Koçak, Şahin, Yorke, JA
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