On a degenerate Riccati equation
On a system of Hamilton-Jacobi-Bellman inequalities associated to a minimax problem with additive final cost.
On Bellman spheres for linear controlled objects of second order.
On Fenchel dual schemes in convex optimal control problems
On local state optimality of bang-bang extremal.
On necessary conditions in variable end-time optimal control problems
On optimal control of systems with interface side conditions
On singular arcs in nonsmooth optimal control
On some new phenomena in state-constrained optimal control if ODEs as well as PDEs are involved
On the determination of optimal time horizon in a control problem in natural resource economics.
On the development of Pontryagin's Maximum Principle in the works of A. Ya. Dubovitskii and A. A. Milyutin
On the Mayer problem. I: General principles
On the Mayer problem. II: Examples
On the optimal continuous decentralized control of non-linear dynamical multivariable systems about the origin.
This paper deals with the local (around the equilibrium) optimal decentralized control of autonomous multivariable systems of nonlinearities and couplings between subsystems which can be expressed as power series in the state-space are allowed in the formulation. They only affect for the optimal performance integrals in cubic and higher terms in the norm of the initial conditions of the dynamical differential system. The basic hypothesis which is made is that the system is centrally-stabilizable...
On the solution of optimal control problems involving parameters and general boundary conditions
Optimal, adaptive and single state feedback control for a 3D chaotic system with golden proportion equilibria
In this paper, the problems on purposefully controlling chaos for a three-dimensional quadratic continuous autonomous chaotic system, namely the chaotic Pehlivan-Uyaroglu system are investigated. The chaotic system, has three equilibrium points and more interestingly the equilibrium points have golden proportion values, which can generate single folded attractor. We developed an optimal control design, in order to stabilize the unstable equilibrium points of this system. Furthermore, we propose...
Optimal control for third degree polynomial systems.
Optimal control in linear systems without the condition of regular controllability
Optimal control of a waste water cleaning plant.
Optimal control of combined therapy in a single strain HIV-1 model.