Citations (11)
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Read on this site (5)
Elimhan N. Mahmudov. (2023) On convexity of reachable sets of second order differential inclusions. Applicable Analysis 102:18, pages 4943-4954.
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Elimhan N. Mahmudov & Dilara Mastaliyeva. (2023) Optimisation of parabolic type polyhedral discrete, discrete-approximate and differential inclusions. International Journal of Control 0:0, pages 1-11.
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Sevilay Demir Sağlam & Elimhan N. Mahmudov. (2023) Convex optimization of nonlinear inequality with higher order derivatives. Applicable Analysis 102:5, pages 1473-1489.
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Elimhan N. Mahmudov. (2022) Second-order viability problems for differential inclusions with endpoint constraint and duality. Applicable Analysis 101:3, pages 1130-1146.
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Elimhan N. Mahmudov. (2017) Optimization of higher order differential inclusions with initial value problem. Applicable Analysis 96:7, pages 1215-1228.
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Articles from other publishers (6)
Özkan Deǧer, Elimhan N. Mahmudov & Dilara I. Mastaliyeva. Optimization of semilinear third-order delay-differential inclusions using the adjoint Mahmudov inclusion. Optimization of semilinear third-order delay-differential inclusions using the adjoint Mahmudov inclusion.
Elimhan N. Mahmudov & Sevilay Demir Sağlam. (2022) Necessary and sufficient conditions of optimality for second order discrete and differential inequalities. Georgian Mathematical Journal 29:3, pages 407-424.
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Sevilay Demir Sağlam & Elimhan Nadir Mahmudov. (2021) Duality Problems with Second-Order Polyhedral Discrete and Differential Inclusions. Bulletin of the Iranian Mathematical Society 48:2, pages 537-562.
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Özkan Deǧer. A necessary condition for a mayer type set-valued optimization problem governed by a discrete inclusion system. A necessary condition for a mayer type set-valued optimization problem governed by a discrete inclusion system.
Sevilay Demir Sağlam & Elimhan N. Mahmudov. Optimization of Bolza problem for third-order polyhedral delay-differential inclusions with state constraints. Optimization of Bolza problem for third-order polyhedral delay-differential inclusions with state constraints.
Özkan DEĞER. (2020) Polihedral Küme-Değerli Dönüşümlerin Yardımıyla Bir Eşitsizlik Sisteminin Çözülebilirliği ÜzerineOn the Solvability of an Inequality Systems via Polyhedral Convex Set-Valued Mappings. International Journal of Advances in Engineering and Pure Sciences 32:4, pages 494-498.
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