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ECMS 2007 Proceedings edited by: I. Zelinka, Z. Oplatkova, A. Orsoni, 2007
A novel approach symbolizing the principles of chaos and its application to evolutionary heuristics is discussed. The concept of local convergence and its symbolism to chaotic attractors is discussed. A novel approach of having a population driven evolutionary heuristic is then proposed combining the principle of chaotic attractors and edges.
Davendra, Donald David +2 more
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A novel approach symbolizing the principles of chaos and its application to evolutionary heuristics is discussed. The concept of local convergence and its symbolism to chaotic attractors is discussed. A novel approach of having a population driven evolutionary heuristic is then proposed combining the principle of chaotic attractors and edges.
Davendra, Donald David +2 more
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Chaotic Politics, Chaotic Relationships
2013Political conflicts have great potentiality for social conflicts in society. Reviewing history shows that political collisions have affected significantly the relationships between nations. Ian McEwan’s contemporary fiction is in fact demonstration of conflicts in the twentieth century, and this papers aims to introduce a novel picture of politics ...
Mina Abbasiyannejad, Rosli Talif
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Bulletin of Mathematical Biology, 1985
The essential phenomena of chaotic systems are reviewed with several references to biological applications. Difference and differential equations are discussed separately, followed by a shorter chapter on measures, dimensions, and entropy. Several well-known model systems (like the logistic map, the Baker's transformation, or the horseshoe map for ...
Kloeden, P. E., Mees, A. I.
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The essential phenomena of chaotic systems are reviewed with several references to biological applications. Difference and differential equations are discussed separately, followed by a shorter chapter on measures, dimensions, and entropy. Several well-known model systems (like the logistic map, the Baker's transformation, or the horseshoe map for ...
Kloeden, P. E., Mees, A. I.
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Physical Review Letters, 1994
Sonoluminescence (SL) is generated from single, stably oscillating bubbles in a stationary, time-periodic acoustic field. By measuring the time delay between flashes, the dynamics of the phenomenon has been investigated. While other researchers have concentrated on the remarkable periodic stability of the system, present results indicate that, for ...
Holt, R. Glynn +3 more
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Sonoluminescence (SL) is generated from single, stably oscillating bubbles in a stationary, time-periodic acoustic field. By measuring the time delay between flashes, the dynamics of the phenomenon has been investigated. While other researchers have concentrated on the remarkable periodic stability of the system, present results indicate that, for ...
Holt, R. Glynn +3 more
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Chaotic Evolution Algorithm with Multiple Chaotic Systems
2020 59th Annual Conference of the Society of Instrument and Control Engineers of Japan (SICE), 2020We introduce and discuss the methodology of the chaotic evolution (CE) algorithms, which is supported by a chaotic system. Because properties of the chaotic systems are the essential factors to influence the performance of the CE algorithms, we design and analyse several CE algorithms using different chaotic systems: logistic map, tent map, Gauss map ...
Tran Thi Thoa, Yan Pei 0001
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Chaos: An Interdisciplinary Journal of Nonlinear Science, 1992
The spectra of quantized chaotic billiards from the point of view of scattering theory are discussed. It is shown how the spectral and resonance density functions both fluctuate about a common mean. A semiclassical treatment explains this in terms of classical scattering trajectories and periodic orbits of the Poincaré scattering map.
Eyal, Doron, Uzy, Smilansky
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The spectra of quantized chaotic billiards from the point of view of scattering theory are discussed. It is shown how the spectral and resonance density functions both fluctuate about a common mean. A semiclassical treatment explains this in terms of classical scattering trajectories and periodic orbits of the Poincaré scattering map.
Eyal, Doron, Uzy, Smilansky
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Physical Review E, 2005
This work combines the theory of chaotic synchronization with the theory of information in order to introduce the chaotic channel, an active medium formed by connected chaotic systems. This subset of a large chaotic net represents the path along which information flows.
Baptista, Murilo da Silva +1 more
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This work combines the theory of chaotic synchronization with the theory of information in order to introduce the chaotic channel, an active medium formed by connected chaotic systems. This subset of a large chaotic net represents the path along which information flows.
Baptista, Murilo da Silva +1 more
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Secure chaotic system with application to chaotic ciphers
Information Sciences, 2013Chaotic cryptography has been widely investigated in the past few years. However, the undesirable dynamical properties of the underlying chaotic systems degrade the security of chaotic ciphers and thereby discourage their applications. To address this issue, this paper first presents discrimination criteria for secure chaotic systems (SCSs) whose ...
Xiaomin Wang +3 more
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Periodica Mathematica Hungarica, 1999
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Nature, 1977
An anisotropic, inhomogeneous cosmological model is proposed in which the inhomogeneity is generated by shear fluctuations. This is a sufficient condition for dissipative heating by collisional neutrinos to explain the present large heat content of the universe, S(b o) approximately 10(8), together with its isotropy and comparative homogeneity on large
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An anisotropic, inhomogeneous cosmological model is proposed in which the inhomogeneity is generated by shear fluctuations. This is a sufficient condition for dissipative heating by collisional neutrinos to explain the present large heat content of the universe, S(b o) approximately 10(8), together with its isotropy and comparative homogeneity on large
openaire +2 more sources