Browsing İstatistik Bölümü by Author "3d708b61-6fa9-4d78-902e-086411c8c3e5"
Now showing items 1-5 of 5
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On the continuity properties of the L_p balls.
Hüseyin, Nesir; Hüseyin, Anar (Walter de Gruyter GmbH, 11.04.2023)In this paper the right upper semicontinuity at p = 1 and continuity at p = ∞ of the set-valued map p → B_{Ω,X,p}(r), p ∈ [1, ∞], are studied where B_{Ω,X,p}(r) is the closed ball of the space L_p(Ω, Σ, μ; X) centered at ... -
On the properties of the set of trajectories of the nonlinear control system with quadratic integral constraint on the control functions.
Hüseyin, Anar; Hüseyin, Nesir (Krasovskii Institute of Mathematics and Mechanics of the Ural Branch of Russian Academy of Sciences, 30.06.2023)In this paper the control system described by a nonlinear differential equation is studied. It is assumed that the control functions have a quadratic integral constraint, more precisely, the admissible control functions ... -
On the robustness of continuous trajectories of the control system described by an integral equation
Hüseyin, Nesir; Hüseyin, Anar (KOREAN SOC MATHEMATICAL EDUCATION, 30.05.2023)In this paper the control system described by Urysohn type integral equation is studied. It is assumed that control functions are integrally constrained. The trajectory of the system is defined as multivariable continuous ... -
On the robustness of the integrable trajectories of the control systems with limited control resources
Hüseyin, Nesir; Hüseyin, Anar; Guseinov, Khalik (Polish Academy of Sciences, 14.09.2023)The control system described by Urysohn type integral equation is considered where the system is nonlinear with respect to the phase vector and is affine with respect to the control vector. The control functions are chosen ... -
On the robustness of the integrable trajectories of the control systems with limited control resources
Hüseyin, Nesir; Hüseyin, Anar; Guseinov, Khalik (Polish Academy of Sciences, 14.09.2023)The control system described by Urysohn type integral equation is considered where the system is nonlinear with respect to the phase vector and is affine with respect to the control vector. The control functions are chosen ...