We study geometrical and dynamical properties of the so-called discrete Lorenz-like
attractors. We show that such robustly chaotic (pseudohyperbolic) attractors can appear as a …

We consider a homotopic to the identity family of maps, obtained as a discretization of the
Lorenz system, such that the dynamics of the last is recovered as a limit dynamics when the …

In this paper, the complicated heteroclinic and codimension-four bifurcations of a triple SD
(smooth and discontinuous) oscillator are investigated by analyzing the bifurcation sets in …

In this work, we consider the problem of existence of discrete Lorenz attractors in the
nonholonomic model of a Celtic stone. To this end, the main local and global bifurcations …

A plane-parallel motion of a circular foil is considered in a fluid with a nonzero constant
circulation under the action of external periodic force and torque. Various integrable cases …

В работе рассматривается существование дискретных аттракторов Лоренца в
неголономной модели кельтского камня. Для этого в двухпараметрических семействах …

We study geometrical and dynamical properties of the so-called discrete Lorenz-like
attractors, that can be observed in three-dimensional diffeomorphisms. We propose new …

We consider the system of two coupled one-dimensional parabola maps. It is well known
that the parabola map is the simplest map that can exhibit chaotic dynamics, chaos in this …