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Local Controllability in the Problem with Variable Structure recently been a growing interest in controllability problems of variable structure because of the expansion
Particle transport by internal breathers of the wave fields' vertical structure: linear mode, weakly nonlinear approximation (with taking into account
Long-time behaviour of the solution to the Cauchy problem for degenerate parabolic equations with nonpower nonlinearities to the Cauchy problem for quasilinear degenerate parabolic equations with nonpower nonlinearity. The result
Numerical solution for the Schrodinger equation with potential in graphene structures and the corresponding eigenfunctions of the nonlinear spin waves in the graphene structure. Additionally, these results
On problem of partial detectability for nonlinear discrete-time systems [О детектируемости по части переменных нелинейных дискретных систем]Discrete (finite-difference) systems are widely used in modern nonlinear control theory. One
Numerical Investigation of Physically Nonlinear Problem of Sandwich Plate Bending linear problem of bending of sandwich plate with transversal-soft core for the physically non-linear case
Geometrically Nonlinear Analysis of Plane Trussese and FramesNonlinear structural behaviour is considerably more complex than linear behaviour. For example
An Approximate Penalty Method with Descent for Convex Optimization Problems equilibrium type problem. This allows one to keep the complete structure of the initial problem, although
Nonlinear dynamics of solitary wave structures in complex continuous media structures being described by the equations of nonlinear BK system, namely: generalized KP equation, 3-DNLS
Controllability for a nonlinear abstract evolution equationWe prove a theorem on the local controllability of a system described by a nonlinear evolution
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