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Approximation to solutions of linear control systems by compactly supported solutions on the real line or on the half-line. We show that the family of compactly supported solutions of this system
Metrized theorem for locally compact connected left loops with invariant uniformitySummary: "It is proved that a locally compact connected left loop having no small left subloops
The object model for cyber-physical system's in state space (on the example of the pavement compaction process) – the compaction process of the road surface with a vibration roller, based on the method of the state space
The object model for cyber-physical system's in state space (on the example of the pavement compaction process) – the compaction process of the road surface with a vibration roller, based on the method of the state space
Comments on "optimizing error masking in BIST by output data modification" before compaction has been proposed. The aim of the present comment is to direct one's attention
Group structure in finite coverings of compact solenoidal groupsLet p : X → G be an n - fold covering of a compact solenoidal group G by a connected topological
Nonlocal elliptic operators for compact lie groupsThe class of nonlocal operators corresponding to shifts along orbits under the action of a compact
On denseness of C0 ∞(Ω) and compactness in Lp(x)(Ω) for 0 < p(x) < 1 compactness theorem in Lp(x) (Ω) for 0 < p(x) < 1. © 2018 Independent University of Moscow.
Hardy type inequalities and compactness of a class of integral operators with logarithmic singularitiesWe establish criteria for both boundedness and compactness for some classes of integral operators
ON DENSENESS OF C-0(infinity)(Omega) AND COMPACTNESS IN Lp(x)(Omega) FOR 0 < p(x) < 1 type compactness theorem in L-p(x)(Omega) for 0 < p(x) < 1.
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