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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
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Chaotic Continua in Chaotic Dynamical Systems
2021In this article, for any graph G we define a new notion of “free tracing property by free G-chains” on G-like continua and we show that a positive topological entropy homeomorphism f of a G-like continuum X admits a Cantor set Z in X such that any sequence \((z_1,z_2,...,z_n)\) of points in Z is an IE-tuple of f, Z has the free tracing property by free
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Chaotic simulated annealing with decaying chaotic noise
IEEE Transactions on Neural Networks, 2002By adding chaotic noise to each neuron of the discrete-time continuous-output Hopfield neural network (HNN) and gradually reducing the noise, a chaotic neural network is proposed so that it is initially chaotic but eventually convergent, and, thus, has richer and more flexible dynamics compared to the HNN.
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Medical Hypotheses, 2003
The concept of Chaos has proven to be one of the greatest scientific advances that have led to radical philosophical implications. It deals with dynamic systems whose determining factors are completely unknown to us. Sometimes it seems that these dynamic systems exhibit a stochastic behavior while others portray simpler or better known behaviors where ...
E. Otero-Siliceo, N. Arriada-Mendicoa
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The concept of Chaos has proven to be one of the greatest scientific advances that have led to radical philosophical implications. It deals with dynamic systems whose determining factors are completely unknown to us. Sometimes it seems that these dynamic systems exhibit a stochastic behavior while others portray simpler or better known behaviors where ...
E. Otero-Siliceo, N. Arriada-Mendicoa
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Chaotic Footloose Capital. [PDF]
Nonlinear dynamics, psychology, and life sciences, 2005 This paper examines the long-term behavior of a discrete-time Footloose Capital model, where capitalists, who are themselves immobile between regions, move their physical capital between regions in response to economic incentives. The spatial location of industry can exhibit cycles of any periodicity or behave chaotically.
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American Journal of Physics, 1993
In spite of its apparent simplicity, a system consisting of a high-frequency oscilloscope operated in the x–y mode and a photodiode, which detects the light emitted from the trace while feeding the signal back to the oscilloscope, exhibits extraordinary complex behavior.
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In spite of its apparent simplicity, a system consisting of a high-frequency oscilloscope operated in the x–y mode and a photodiode, which detects the light emitted from the trace while feeding the signal back to the oscilloscope, exhibits extraordinary complex behavior.
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Implementation of chaotic cryptography with chaotic synchronization
Physical Review E, 1998Rong He, Prabhakar G. Vaidya
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