ISSN 0869-6632 (Print)
ISSN 2542-1905 (Online)


Shabunin Aleksej Vladimirovich

Shabunin Aleksej Vladimirovich's picture
Lastname: 
Shabunin
First name: 
Aleksej
Middle name: 
Vladimirovich
Sex: 
Male
Position: 
Профессор СГУ
Country: 
Russia
Additional information: 
Научные интересы - нелинейная динамика, теория колебаний, синхронизация и управление хаосом. автор более 40 научных публикаций. Саратов, Астраханская 83,физический факультет СГУ;

Статьи автора

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
Multistability in an ensemble of phase oscillators with long-distance couplings
Diagnostics and measurement of chaotic synchronization in the presence of noise
Running waves in a discrete anharmonic self-oscillating medium
Two-parametric bifurcational analysis of formation and destruction of regimes of partial synchronization of chaos in ensemble of three discrete-time oscillators
Two-parametric bifurcational analysis of regimes of complete synchronization in ensemble of three discrete-time oscillators
Formation and evolution of the spatial structures in the system of chemical reactions on the catalityc surface: monte carlo simulation
Antiphase synchronization and multistability formation in symmetrically coupled bistable systems
Bifurcational mechanisms of destruction of antiphase chaotic synchronization in coupled discrete-time systems
Asymmetrical coupling influence on bifurcational mechanizms of antiphase chaotic synchronization destruction
Diagnostics of phase synchronization by means of coherence
Influence of time delay coupling on the complete synchronization of chaos in chaotic systems with discrete time
Synchronization of spatial-periodic modes in the ring of oscillators with phase multystability
Mixing and diffusion effect on spatial-temporal dynamics in stochastic lotka–volterra system with discrete phase space
A neural network as a predictor of the discrete map
Phase multistability in an array of period­doubling self­sustained oscillators
Methods of measuring chaotic synchronization
Bifurcation analysis of synchronization and amplitude death in coupled generators with inertial nonlinearity
Multistability in dynamical small world networks
Controll of multistability by means of bi­phase resonance force
Control of multistability and forced synchronization in coupled self-sustained oscillators with period-doubling bifurcations
Random distant couplings influence to a system with phase multistability
SIRS-model with dynamic regulation of the population: Probabilistic cellular automata approach
Strange waves in the ensemble of van der Pol oscillators
Synchronization of infections spread processes in populations interacting: Modeling by lattices of cellular automata