Kuznetsov A. P.
RussiaSaratov
Saratov State University,
ul. Astrakhanskaya, 83, Saratov, 410012, Russia
ведущий научный сотрудник Саратовского филиала Института радиотехники и электроники РАН, профессор Саратовского госуниверситета, заведующий базовой кафедрой динамических систем СГУ в СФ ИРЭ РАНдоктор физико-математических наукapkuz@rambler.ru
Author's articles
- DOUBLING AND DESTRUCTION OF THE TRI-FREQUENCIES TORUS IN THE NONLINEAR OSCILLATOR UNDER QUASI-PERIODIC EXITATION: EXPERIMENT
- SUBHARMONIC RESONANCE IN A SYSTEM OF TWO DISSIPATIVE COUPLED VAN DER POL OSCILLATORS WITH EXTERNAL FORCE
- COMPLEX DYNAMICS IN THE SYSTEM OF TWO COUPLED DISCRETE ROSSLER OSCILLATORS
- «OSCILLATOR DEATH» AND QUASIPERIODIC BIFURCATIONS IN LOW- DIMENSIONAL ENSEMBLE OF VAN DER POL OSCILLATORS
- BIFURCATIONS OF THREE AND FOURDIMENSIONAL MAPS: UNIVERSAL PROPERTIES
- ON MODELLING THE DYNAMICS OF COUPLED SELF-OSCILLATORS USING THE SIMPLEST PHASE MAPS
- THE RESEARCH OF EXCITED BY EXTERNAL SIGNAL SYSTEM OF TWO COUPLED VAN DER POL OSCILLATORS AT TRANSITION TO THE REGIME OF AMPLITUDE DEATH IN THE AUTONOMOUS SYSTEM
- DYNAMICS OF THREE COUPLED VAN DER POL OSCILLATORS WITH NON-IDENTICAL CONTROLLING PARAMETERS
- CHANGES OF THE PARAMETER PLANE OF DRIVEN AUTO-OSCILLATORY SYSTEM CAUSED BY DELAYED MODULATION OF THE PARAMETER
- SYNCHRONIZATION AND MULTI-FREQUENCY QUASI-PERIODICITY IN THE DYNAMICS OF COUPLED OSCILLATORS
- PHENOMENON OF THE VAN DER POL EQUATION
- AUTONOMOUS GENERATOR OF QUASIPERIODIC OSCILLATIONS
- SYNCHRONIZATION IN COUPLED SELFSUSTAINED OSCILLATORS WITH NONIDENTICAL PARAMETERS
- STABILIZATION OF CHAOS IN THE ROSSLER SYSTEM BY PULSED OR HARMONIC SIGNAL
- PHASE DYNAMICS OF PERIODICALLY DRIVEN QUASIPERIODIC SELFVIBRATING OSCILLATORS
- ON THE WAY TOWARDS MULTIDIMENSIONAL TORI
- BOGDANOV–TAKENS BIFURCATION: FROM FLOWS TO DISCRETE SYSTEMS
- PULSED SYNCHRONIZATION AND SYNCHRONIZATION IN COUPLED SYSTEMS: NEW ASPECTS OF CLASSICAL PROBLEM
- AUTOOSCILLATING SYSTEM WITH COMPENSATED DISSIPATION: DYNAMICS OF APPROXIMATED DISCRETE MAP
- PERIOD DOUBLING MAPS WITH DRIVING PARAMETER MODULATED BY DELAYED FEEDBACK
- COUPLED VAN DER POL AND VAN DER POL–DUFFING OSCILLATORS: DYNAMICS OF PHASE AND COMPUTER SIMULATION
- SCIENTIFIC OLYMPIAD «PHYSICIST-RESEARCHER»
- QUALITATIVE ANALYSIS AND DISCRETE MAP FOR THE KINEMATIC PROBLEM: Solutions of problems of scientific Olympiad
- PROBLEMS FOR EDUCATIONAL COURSE «DYNAMICAL CHAOS»
- CHAOTIC DYNAMICS IN THE SYSTEMS OF COUPLING NONAUTONOMOUS OSCILLATORS WITH RESONANCE AND NONRESONANCE COMMUNICATOR OF THE SIGNAL
- DYNAMICS OF THE SPROTT’S COUPLED OSCILLATORS WITH NONIDENTICAL CONTROL PARAMETERS
- PROPERTIES OF SYNCHRONIZATION IN THE SYSTEM OF NONIDENTICAL COUPLED VAN DER POL AND VAN DER POL – DUFFING OSCILLATORS. BROADBAND SYNCHRONIZATION
- THE COMPARATIVE ANALYSIS OF SYNCHRONIZATION BY A HARMONIOUS AND PULSE FORCE BY THE EXAMPLE OF LORENTZ SYSTEM
- ON THE CRITICAL BEHAVIOR OF NON-IDENTICAL ASYMMETRICALLY COUPLED CHUA’S CIRCUITS
- RESEARCH PROBLEMS
- НЕФОРМАЛЬНАЯ ФИЗИКА
- SCALING IN DYNAMICS OF DUFFING OSCILLATOR UNDER IMPULSES INFLUENCE WITH RANDOM MODULATION OF PARAMETERS
- FEATURES OF THE SYNCHRONIZATION PICTURE BY THE PULSES IN THE SYSTEM WITH 3-DIMENSIONAL PHASE SPACE BY THE EXAMPLE OF THE RESSLER SYSTEM
- VERIFICATION OF HYPERBOLICITY CONDITIONS FOR A CHAOTIC ATTRACTOR IN A SYSTEM OF COUPLED NONAUTONOMOUS VAN DER POL OSCILLATORS
- CRITICAL BEHAVIOR OF ASYMMETRICALLY COUPLED NOISY DRIVEN NONIDENTICAL SYSTEMS WITH PERIOD-DOUBLINGS
- ABOUT SCALING PROPERTIES OF IDENTICAL COUPLED LOGISTIC MAPS WITH TWO TYPES OF COUPLING WITHOUT NOISE AND UNDER INFLUENCE OF EXTERNAL NOISE
- «NONLINEAR MINIMUM» IN THE THEORY OF DISCRETE MAPS
- DYNAMICS OF TWO NONIDENTICAL COUPLED SELF-SUSTAINED SYSTEMS WITH PERIOD DOUBLINGS ON THE EXAMPLE OF R ¨ OSSLER OSCILLATORS
- SYNCHRONIZATION IN SYSTEMS WITH BIMODAL DYNAMICS
- CONSERVATIVE AND DISSIPATIVE DYNAMICS OF IKEDA MAP
- STABLE QUASI-PERIODIC AND PERIODIC REGIMES INITIATED BY THE SHORT PULSES IN SYSTEM WITH UNSTABLE LIMIT CYCLE
- ABOUT SCALING PROPERTIES IN THE NOISY CIRCLE MAP AT THE GOLDEN-MEAN WINDING NUMBER
- FEATURES OF THE PARAMETER PLANE OF TWO NONIDENTICAL COUPLED VAN DER POL – DUFFING OSCILLATORS
- AMAZING ROBERT ADLER. Adler’s tube, Adler’s equation, and more
- AUTONOMOUS SYSTEMS WITH QUASIPERIODIC DYNAMICS Examples and their properties: Review
- FOUR-DIMENSIONAL SYSTEM WITH TORUS ATTRACTOR BIRTH VIA SADDLE-NODE BIFURCATION OF LIMIT CYCLES IN CONTEXT OF FAMILY OF BLUE SKY CATASTROPHES
- COUPLED SELFSUSTAINED OSCILLATORS OF DIFFERENT NATURE BY EXAMPLE OF VAN DER POL SYSTEM AND BRUSSELATOR
- ANALOGY IN INTERACTIONS OF ELECTRONIC BEAMS AND HYDRODYNAMIC FLOWS WITH FIELDS OF RESONATORS AND PERIODIC STRUCTURES
- ANALOGY IN INTERACTIONS OF ELECTRONIC BEAMS AND HYDRODYNAMIC FLOWS WITH FIELDS OF RESONATORS AND PERIODIC STRUCTURES
- CRITICAL DYNAMICS FOR ONE-DIMENSIONAL MAPS PART 1: FEIGENBAUM'S SCENARIO
- КРИТИЧЕСКАЯ ДИНАМИКА ОДНОМЕРНЫХ ОТОБРАЖЕНИЙ. Часть 2. Двухпараметрический переход к хаосу
- MAPS WITH QUASI-PERIODICITY OF DIFFERENT DIMENSION AND QUASI-PERIODIC BIFURCATIONS
- DYNAMICS OF COUPLED GENERATORS OF QUASI-PERIODIC OSCILLATIONS WITH EQUILIBRIUM STATE
- The effect of symmetry breaking on reversible systems with myxed dynamics