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Izvestiya VUZ
applied nonlinear dynamics
ISSN 08696632 (Print)
ISSN 25421905 (Online)
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Early Access
Methodical Papers on Nonlinear Dynamics
Via computer screen into the world of nonlinear dynamics
A new model of Brownian transport
Сlassification experience of matter and information selforganization subjects
Philosophy of randomness in the novels by M.A. Aldanov: synergetic aspect
The model of interactions of two scientific fields with exponential growth of achievements bounded by nonlinearity
Computing largest Lyapunov exponent from a sequence of return times: possibilities and limitations
Modern methods for transient electromagnetic fields simulation
A features of the complex dynamics of the nonlinear oscillators with Thom’s catastrophes
Map «atlas» of dynamic modes for standard models of nonlinear dynamics and of radiophysic systems
Model of two scientific fields interaction with restriction of achievements growth and delay
The mathematical model of society allowing то answer the question ом principles of its functioning, organization and operating
Lyapunov functions technique for stability analysis and stabilization of invariant 2torus
Algorithmic classification of time series
Some approaches for chaotic synchronization analysis in coupled dynamical systems
Subharmonic resonance in Van der Pol system
Domains of the superstructure C(2x2) existence in a twocomponent adsorbate layer on the L(100) facet (quasichemical approach)
Topological defects in Karman street behind heated cylinder
Paradox of painleve and autooscillation with coulomb friction
Physical experiment in university education
Stability оf numerical estimations of time series characteristics
Transient processes in Henon map: Part 1. Periodical dynamics
Physics and intellectual development of personality
An electronic device implementing a strange nonchaotic Hunt–Ott attractor
One more on universality of oscillatory and wave processes. Foundations for construction of mathematical models
Bifurcations of three and fourdimensional maps: universal properties
Electronic circuits manifesting hyperbolic chaos and simulation of their dynamics using software package multisim
On modelling the dynamics of coupled selfoscillators using the simplest phase maps
Аnalytical research of nonlinear properties of ferroelectrics
Phenomenon of Lotka–Volterra mathematical model and similar models
Terms and definitions
Bogdanov–Takens bifurcation: from flows to discrete systems
Loworder dynamical models for vortical flows of inviscid fluid in square area
Reflex klystron as an example of a selfoscillating delayed feedback system
Nonlinear random waves in fluid, and the main mechanism of their excitation
Chaotic dynamics of Hunt model – artificially constructed flow system with a hyperbolic attractor
Period doubling maps with driving parameter modulated by delayed feedback
Calculation technique of starting current of multicavity klystron autogenerators
Experimental research of synchronization of twofrequency quasiperiodic motions
Conservative and dissipative dynamics of Ikeda map
How force to sound the numerical experiment results
Canonical models of nonlinear dynamics in economics
About some concepts of oscillation theory of nonconservative systems with asymmetrical couplings
Spatial deterministic chaos: the model and demonstration of phenomenon in computing experiment
Simulation of field nonlinear phase shift dynamics in ring interferometer in case of twofrequency influence
How objects which "must not exist really" can be seen in experiment
Lorenz type attractor in electronic parametric generator and its transformation outside the accurate parametric resonance
О модели объекта управления в системе планирования и бюджетного финансирования научных исследований
Раздумья про раздумья
Physicists. Modes of thinking how physicists do think on physics
Хаотическая динамика простой электронной схемы
Maps with quasiperiodicity of different dimension and quasiperiodic bifurcations
The discrete van der paul oscillator: finite differences and slow amplitudes
Nonlinear perturbation theory based on the variational principle: model examples
Preserving measure chaotic maps of domains in the form of rotation figures
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