Shabunin А. V.
RussiaSaratov
Saratov State University,
ul. Astrakhanskaya, 83, Saratov, 410012, Russia
ProfessorD.Sci.shabuninav@info.sgu.ru+7 927 130 36 92
Saratov State University, Physical Phaculty, Astrakhanskaya str., 83, Saratov, Russia
Additional info
Scientific interests. Nonlinear Dynamics, synchronization, multistability.
Author's articles
- RANDOM DISTANT COUPLINGS INFLUENCE TO A SYSTEM WITH PHASE MULTISTABILITY
- CONTROL OF MULTISTABILITY AND FORCED SYNCHRONIZATION IN COUPLED SELF-SUSTAINED OSCILLATORS WITH PERIOD-DOUBLING BIFURCATIONS
- CONTROLL OF MULTISTABILITY BY MEANS OF BIPHASE RESONANCE FORCE
- MULTISTABILITY IN DYNAMICAL SMALL WORLD NETWORKS
- BIFURCATION ANALYSIS OF SYNCHRONIZATION AND AMPLITUDE DEATH IN COUPLED GENERATORS WITH INERTIAL NONLINEARITY
- METHODS OF MEASURING CHAOTIC SYNCHRONIZATION
- PHASE MULTISTABILITY IN AN ARRAY OF PERIODDOUBLING SELFSUSTAINED OSCILLATORS
- A NEURAL NETWORK AS A PREDICTOR OF THE DISCRETE MAP
- MIXING AND DIFFUSION EFFECT ON SPATIAL-TEMPORAL DYNAMICS IN STOCHASTIC LOTKA–VOLTERRA SYSTEM WITH DISCRETE PHASE SPACE
- SYNCHRONIZATION OF SPATIAL-PERIODIC MODES IN THE RING OF OSCILLATORS WITH PHASE MULTYSTABILITY
- INFLUENCE OF TIME DELAY COUPLING ON THE COMPLETE SYNCHRONIZATION OF CHAOS IN CHAOTIC SYSTEMS WITH DISCRETE TIME
- DIAGNOSTICS OF PHASE SYNCHRONIZATION BY MEANS OF COHERENCE
- ASYMMETRICAL COUPLING INFLUENCE ON BIFURCATIONAL MECHANIZMS OF ANTIPHASE CHAOTIC SYNCHRONIZATION DESTRUCTION
- BIFURCATIONAL MECHANISMS OF DESTRUCTION OF ANTIPHASE CHAOTIC SYNCHRONIZATION IN COUPLED DISCRETE-TIME SYSTEMS
- ANTIPHASE SYNCHRONIZATION AND MULTISTABILITY FORMATION IN SYMMETRICALLY COUPLED BISTABLE SYSTEMS
- FORMATION AND EVOLUTION OF THE SPATIAL STRUCTURES IN THE SYSTEM OF CHEMICAL REACTIONS ON THE CATALITYC SURFACE: MONTE CARLO SIMULATION
- TWO-PARAMETRIC BIFURCATIONAL ANALYSIS OF REGIMES OF COMPLETE SYNCHRONIZATION IN ENSEMBLE OF THREE DISCRETE-TIME OSCILLATORS
- TWO-PARAMETRIC BIFURCATIONAL ANALYSIS OF FORMATION AND DESTRUCTION OF REGIMES OF PARTIAL SYNCHRONIZATION OF CHAOS IN ENSEMBLE OF THREE DISCRETE-TIME OSCILLATORS
- RUNNING WAVES IN A DISCRETE ANHARMONIC SELF-OSCILLATING MEDIUM
- DIAGNOSTICS AND MEASUREMENT OF CHAOTIC SYNCHRONIZATION IN THE PRESENCE OF NOISE
- MULTISTABILITY IN AN ENSEMBLE OF PHASE OSCILLATORS WITH LONG-DISTANCE COUPLINGS
- MULTISTABILITY OF TRAVELING WAVES IN AN ENSEMBLE OF HARMONIC OSCILLATORS WITH LONG-RANGE COUPLINGS
- MULTISTABILITY OF PERIODIC ORBITS IN ENSEMBLES OF MAPS WITH LONG-RANGE COUPLINGS