Quasiperiodically forced series LCR circuit with simple nonlinear element is studied
analytically and experimentally. To the best of our knowledge, this is the first time that …

The probability densities of the mean recurrence time, which is the average time needed for
a system to recur to a previously visited neighborhood, are investigated in various dynamical …

Strange nonchaotic attractors (SNA) are regarded as structures in between regularity and
chaos. They are geometrically strange as evidenced by their fractal structure, which is …

In this paper, we report the dynamical transitions to strange non-chaotic attractors in a
quasiperiodically forced state controlled-cellular neural network (SC-CNN)-based MLC …

In this paper, we present an analytical study on the synchronization dynamics observed in
unidirectionally-coupled quasiperiodically-forced systems that exhibit strange non-chaotic …

In this paper, we present a numerical investigation on the robust synchronization
phenomenon observed in a unidirectionally-coupled quasiperiodically-forced simple …

In this article we study the possibility of achieving synchronization and the communication in
the robust systems which are unidirictionally coupled Kuznetsov generators of hyperbolic …

Additional sinusoidal and different non-sinusoidal periodic perturbations applied to the
periodically forced nonlinear oscillators decide the maintainance or inhibitance of chaos. It is …

Piecewise linear dynamical systems constitute an interesting class of nonlinear dynamical
systems exhibiting many kinds of bifurcations and chaos, synchronizations and …

In this paper, the strange nonchaotic dynamics of a quasi-periodically driven state-controlled
cellular neural network (SC-CNN) based on a simple chaotic circuit is investigated using …