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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

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

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

Classification of Multidimensional Solitary Solutions of the GKP Equation by Use of Qualitative and Asymptotic Analysisdynamical systems

The BK system: Stability and interaction dynamics of the GKP and GNLS solitonsThe BK system: Stability and interaction dynamics of the GKP and GNLS solitons

Hamiltonian analysis of stability and classification of multidimensional nonlinear wave structures of soliton type in space plasma

Dynamics of Multidimensional Nonlinear Wave Structures of the Soliton and Vortex Types in Complex Continuous Media

Multidimensional nonlinear ion-acoustic waves in a plasma in view of relativistic effects

Numerical study of evolution and collisional interaction of the GNLS solitons in non-stationary and nonuniform media

The nonlinear BK system: Structure, stability and interaction of multidimensional solitons in complex dispersive mediaThe nonlinear BK system: Structure, stability and interaction of multidimensional solitons

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