SD Glyzin


Ontology type: schema:Person     


Person Info

NAME

SD

SURNAME

Glyzin

Publications in SciGraph latest 50 shown

  • 2017-01 Waves interaction in the Fisher–Kolmogorov equation with arguments deviation in LOBACHEVSKII JOURNAL OF MATHEMATICS
  • 2017-01 Two-frequency self-oscillations in a FitzHugh–Nagumo neural network in COMPUTATIONAL MATHEMATICS AND MATHEMATICAL PHYSICS
  • 2016-12 Dynamic properties of the Fisher–Kolmogorov–Petrovskii–Piscounov equation with the deviation of the spatial variable in AUTOMATIC CONTROL AND COMPUTER SCIENCES
  • 2016-12 Diffusion chaos in the reaction–diffusion boundary problem in the dumbbell domain in AUTOMATIC CONTROL AND COMPUTER SCIENCES
  • 2016-02 Periodic two-cluster synchronization modes in completely connected genetic networks in DIFFERENTIAL EQUATIONS
  • 2014-12 One mechanism of hard excitation of oscillations in nonlinear flutter systems in AUTOMATIC CONTROL AND COMPUTER SCIENCES
  • 2013-05 Modeling the bursting effect in neuron systems in MATHEMATICAL NOTES
  • 2012-04 Buffer phenomenon in neurodynamics in DOKLADY MATHEMATICS
  • 2012-02 Relaxation self-oscillations in neuron systems: III in DIFFERENTIAL EQUATIONS
  • 2011-12 Relaxation self-oscillations in neuron systems: II in DIFFERENTIAL EQUATIONS
  • 2011-08 Relaxation oscillations and diffusion chaos in the Belousov reaction in COMPUTATIONAL MATHEMATICS AND MATHEMATICAL PHYSICS
  • 2011-07 Relaxation self-oscillations in neuron systems: I in DIFFERENTIAL EQUATIONS
  • 2008-02 Blue sky catastrophe in relaxation systems with one fast and two slow variables in DIFFERENTIAL EQUATIONS
  • 2007-05 Separation of motions in a neighborhood of a semistable cycle in DIFFERENTIAL EQUATIONS
  • 2007-04 The buffer phenomenon in one-dimensional piecewise linear mapping in radiophysics in MATHEMATICAL NOTES
  • 2007-02 A mathematical model of the chaotic buffer phenomenon in DOKLADY MATHEMATICS
  • 2007-02 On the limit values of Mel’nikov functions on periodic orbits in DIFFERENTIAL EQUATIONS
  • 2006-10 Chaos phenomena in a circle of three unidirectionally connected oscillators in COMPUTATIONAL MATHEMATICS AND MATHEMATICAL PHYSICS
  • 2006-09 Buffer phenomenon in systems with one and a half degrees of freedom in COMPUTATIONAL MATHEMATICS AND MATHEMATICAL PHYSICS
  • 2005-02 The Dynamic Renormalization Method for Finding the Maximum Lyapunov Exponent of a Chaotic Attractor in DIFFERENTIAL EQUATIONS
  • 2005-01 Chaotic buffering property in chains of coupled oscillators in DIFFERENTIAL EQUATIONS
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