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Modification of plasma solitons by resonant particles

Development of a user interface for an educational service provider

Dynamics of Solitons of the Generalized Nonlinear Schrödinger Equation in an Inhomogeneous and Nonstationary Medium: Evolution and Interaction with the derivative of the nonlinear term) of the Belashov–Karpman system makes it possible to analyze the stability

The BK System: Soliton Dynamics in Media with Wave Field Stochastic Fluctuations (theory and applications) which is described by the generalized equations of the Belashov-Karpman (BK) system including

Spectral Approach to Numerical In-tegration of the GKP or Belashov Class Equations in the Problems of Nonlinear Wave Dynamics Simulation) equation which includes the term proportional to the fifth derivative (so called the Belashov-Karpman

Dynamics of Solitons of the Generalized Nonlinear Schrödinger Equation in an Inhomogeneous and Nonstationary Medium: Evolution and Interaction with the derivative of the nonlinear term) of the Belashov-Karpman system makes it possible to analyze the stability

Functional State Assessment During Physical Education Classes By Experimental Method / D. E. Egorov, S. I. Kramskoy, I. A. Amelchenko // Adavnces in Social Science, Education

Nonlinear dynamics of 3D beams of fast magnetosonic waves propagating in the ionospheric and magnetospheric plasma

Динамика солитонов обобщенного уравнения NLS в неоднородной и нестационарной среде: эволюция и взаимодействие). Однако, используя ранее развитые нами подходы для других уравнений (GKP и 3-DNLS) системы BK (Belashov-Karpman

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