Chaos and Maps in Relativistic Dynamical Systems
The basic work of Zaslavskii et al showed that the classical non-relativistic electromagnetically kicked oscillator can be cast into the
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Chaos and quantum interference effect in semiconductor ballistic micro-structures
We study the quantum-interference effect in the ballistic Aharonov-Bohm (AB) billiard. The wave-number averaged conductance and the correlation function of
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Chaos and Quantumlike Mechanics in Atmospheric Flows : A Superstring Theory for Supergravity
The author has identified quantumlike mechanics in atmospheric flows with intrinsic nonlocal space-time connections manifested as the selfsimilar fractal geometry
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Chaos as a basis of new principle for detecting the gravitational waves
A particular example of chaos can be conceived in the interaction of non-linear oscillator with a harmonic gravitational wave. When
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Chaos control in photoconductors
Chaos synchronization in one of charge-carrier dynamical systems in photoconductors is studied within both the replica and nonreplica approaches.It has
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Chaos, Dissipation and Quantal Brownian Motion
Energy absorption by driven chaotic systems, the theory of energy spreading and quantal Brownian motion are considered. In particular we
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Chaos in closed isotropic cosmological models with steep scalar field potential
The dynamics of closed scalar field FRW cosmological models is studied for several types of exponentially and more than exponentially
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Chaos in monopole sector of the Georgi-Glashow model
A spherically symmetric excitations of the Polyakov - t' Hooft monopole are considered. In the framework of the geodesics deviation
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Chaos in the Classical Analogue of the Hofstadter Problem
The behaviour of an electron in a potential that resembles that of a bidimensional solid with a perpendicular magnetic field
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Chaotic Autoionization of the Relativistic Two-Electron Atom
Chaotic autoionization of the relativistic two-electron atom is investigated. A theoretical analysis of chaotic dynamics of the relativistic outer electron
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Chaotic Behavior of a One-dimensional Model Atom in an Intense Field
In this paper we describe the rescattering process in optical field ionization through a one-dimensional model, which improves the well-known
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Chaotic Dynamics in Iterated Map Neural Networks with Piecewise Linear Activation Function
The paper examines the discrete-time dynamics of neuron models (of excitatory and inhibitory types) with piecewise linear activation functions, which
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Chaotic enhancement of decay. The effect of classical phase space structure
We investigate the decay process from a time dependent potential well in the semiclassical regime. The classical dynamics is chaotic
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Chaotic Monte Carlo computation: a dynamical effect of random-number generations
It is shown that superefficient Monte Carlo computations can be carried out by using chaotic dynamical systems as non-uniform random-number
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Chaotization of the Supercritical Atom
Chaotization of supercritical (Z>137) hydrogenlike atom in the monochromatic field is investigated. A theoretical analysis of chaotic dynamics of the
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A Chaotic Cousin Of Conway's Recursive Sequence
I study the recurrence D(n)= D(D(n-1))+D(n-1-D(n-2)), D(1)=D(2)=1. Its definition has some similarity to that of Conway's sequence defined through a(n)=
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A hypothesis concerning "quantal" Hilbert space criterion of chaos in nonlinear dynamical systems
Based on the Hilbert space approach to the theory of nonlinear dynamical systems developed by the author a hypothesis is
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Almost-Hermitian Random Matrices: Applications to the Theory of Quantum Chaotic Scattering and Beyond
It is generally accepted that statistics of energy levels in closed chaotic quantum systems is adequately described by the theory
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A simple method of chaos control
A simple method to perform chaos control without the need of complex numerical and analytical calculations is proposed. The method
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Can Strange Nonchaotic Dynamics be induced through Stochastic Driving?
Upon addition of noise, chaotic motion in low-dimensional dynamical systems can sometimes be transformed into nonchaotic dynamics: namely, the largest
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Cantorian Fractal Patterns, Quantum-Like Chaos and Prime Numbers in Atmospheric Flows
Atmospheric flows exhibit cantorian fractal space-time fluctuations signifying long-range spatiotemporal correlations. A recently developed cell dynamical system model shows that
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Deciphering Secure Chaotic Communication
A simple technique for decoding an unknown modulated chaotic time-series is presented. We point out that, by fitting a polynomial
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Digital Communication Using Chaotic Pulse Generators
Utilization of chaotic signals for covert communications remains a very promising practical application. Multiple studies indicated that the major shortcoming
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Distribution of the quantum mechanical time-delay matrix for a chaotic cavity
We calculate the joint probability distribution of the Wigner-Smith time-delay matrix $Q=-i\hbar S^{-1} \partial S/\partial ε$ and the scattering matrix
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