Polyhedral optimization of second-order discrete and differential inclusions with delay
Abstract he present paper studies the optimal control theory of second-order polyhedral
delay discrete and delay differential inclusions with state constraints. We formulate the …
delay discrete and delay differential inclusions with state constraints. We formulate the …
Optimization of second-order discrete approximation inclusions
EN Mahmudov - Numerical Functional Analysis and Optimization, 2015 - Taylor & Francis
The present article studies the approximation of the Bolza problem of optimal control theory
with a fixed time interval given by convex and non-convex second-order differential …
with a fixed time interval given by convex and non-convex second-order differential …
Optimal control of evolution differential inclusions with polynomial linear differential operators
EN Mahmudov - Functional Calculus, 2020 - books.google.com
In this chapter, we studied a new class of problems in the theory of optimal control defined
by polynomial linear differential operators. As a result, an interesting Mayer problem arises …
by polynomial linear differential operators. As a result, an interesting Mayer problem arises …
Optimization of third-order discrete and differential inclusions described by polyhedral set-valued map**s
The present paper is concerned with the necessary and sufficient conditions of optimality for
third-order polyhedral optimization described by polyhedral discrete and differential …
third-order polyhedral optimization described by polyhedral discrete and differential …
Optimality conditions for higher order polyhedral discrete and differential inclusions
The problems considered in this paper are described in polyhedral multi-valued map**s
for higher order (s-th) discrete (PDSIs) and differential inclusions (PDFIs). The present paper …
for higher order (s-th) discrete (PDSIs) and differential inclusions (PDFIs). The present paper …
[PDF][PDF] Viable solutions for second order nonconvex functional differential inclusions.
V Lupulescu - Electronic Journal of Differential Equations (EJDE) …, 2005 - eudml.org
We prove the existence of viable solutions for an autonomous second-order functional
differential inclusions in the case when the multifunct ion that define the inclusion is upper …
differential inclusions in the case when the multifunct ion that define the inclusion is upper …
On duality in second-order discrete and differential inclusions with delay
EN Mahmudov - Journal of Dynamical and Control Systems, 2020 - Springer
The present paper studies the duality theory for the Mayer problem with second-order
evolution differential inclusions with delay and state constraints. Although all the proofs in …
evolution differential inclusions with delay and state constraints. Although all the proofs in …
Transversality condition and optimization of higher order ordinary differential inclusions
EN Mahmudov - Optimization, 2015 - Taylor & Francis
In the present paper, a Bolza problem of optimal control theory with a fixed time interval
given by convex and nonconvex second-order differential inclusions (PH) is studied. Our …
given by convex and nonconvex second-order differential inclusions (PH) is studied. Our …
[PDF][PDF] OPTIMIZATION OF FOURTH-ORDER DIFFERENTIAL INCLUSIONS.
EN Mahmudov - Proceedings of Institute of Mathematics & Mechanics …, 2018 - proc.imm.az
The present paper studies the sufficient conditions of optimality for Cauchy problem of fourth-
order differential (PD) inclusions. Mainly our purpose is to derive sufficient optimality …
order differential (PD) inclusions. Mainly our purpose is to derive sufficient optimality …
Free time optimization of second-order differential inclusions with endpoint constraints
EN Mahmudov - Journal of Dynamical and Control Systems, 2018 - Springer
The present paper deals with the optimal control theory given by second-order differential
inclusions (PC) with a non-fixed time interval and endpoint constraints. Our aim is to …
inclusions (PC) with a non-fixed time interval and endpoint constraints. Our aim is to …