In this Letter, a strategy for more secure communication using chaotic signals is presented. In this approach, the transmitter is composed by a chain of chaotic oscillator where the input to the first oscillator is modulated by the information signal and the transmitted signal is the output of the last oscillator. The receiver is a linear asymptotic approximation to the inverse of the transmitt...

We investigate the generalized Klein-Gordon oscillator under Lorentz symmetry breaking effects where, a linear electric and constant magnetic field is considered analyze its on relativistic quantum oscillator. Furthermore, behavior of in presence Cornell-type scalar potential analyzed solution bound state obtained. see that analytical to can be achieved angular frequency depends numbers system

A nonlinear oscillator is studied that enjoys periodic motion with constant amplitude and energy dependent frequency. Relativistic Nambu-Goto type of Lagrangian model with above properties has been proposed. Direct connection to various forms of Noncommutative spacetime has been demonstrated. An underlying non-linear σ-model is discussed in detail. The current algebra has an interesting non-abe...

This paper describes a set of experimental measurements designed to test the predictions of the continuum theoretical model concerning the dynamics of a linear array of mutually injection-locked voltage-controlled oscillators. The model indicates that the phase distribution evolves according to a diffusion process, the diffusion rate being determined by the inter-oscillator locking range. The t...

We propose a new method to overcome quantum back-action in measurement process using oscillators. An optical oscillator is used as meter measure the parameters of another open oscillator. The synthesized such that restoring force counters any perturbations induced by phenomena. As result, it shown continuous suppressed low frequency regime i.e., for frequencies much smaller than resonance plays...

An anticipatory system is a system which contains a model of itself and/or of its environment in view of computing its present state as a function of the prediction of the model. With the concepts of incursion and hyperincursion, anticipatory discrete systems can be modelled, simulated and controlled. By definition an incursion, an inclusive or implicit recursion, can be written as: x(t+1) = F ...

In this article, results from the previous paper (I) are applied to calculations of squeezed states for such well-known systems as the harmonic oscillator, free particle, linear potential, oscillator with a uniform driving force, and repulsive oscillator. For each example, expressions for the expectation values of position and momentum are derived in terms of the initial position and momentum, ...

This paper focuses on phaseshaping techniques and their relation to classical abstract synthesis methods. Elementary polynomial and geometric phaseshapers, such as those based on the modulo operation and linear transformations, are investigated. They are then applied to the generation of classic and novel oscillator effects by using nested phaseshaping compositions. New oscillator algorithms in...

Generalised symmetries and point symmetries coincide for systems of first-order ordinary differential equations and are infinite in number. Systems of linear first-order ordinary differential equations possess a generalised rescaling symmetry. For the system of first-order ordinary differential equations corresponding to the time-dependent linear oscillator the invariant of this symmetry has th...

The dynamical behaviour of the forced escape oscillator, which depends on the parameter values we considered, have been studied numerically using the techniques of phase portraits and Poincar'{e} sections. Also, we employed perturbation methods such as Lindstedt's method to obtain the frequency-amplitude relation of escape oscillator.