Solvability and stablizability of non-linear stochastic dynamic control system

Dissertant

Hamid, Auras Khalid

Thesis advisor

Zabun, Radi Ali
Ramadhad, Jihad

University

University of Technology

Faculty

-

Department

Applied Sciences Department

University Country

Iraq

Degree

Ph.D.

Degree Date

2010

English Abstract

The main aim of the thesis is focused on studying some nonlinear stochastic dynamic control systems of Sylvester type with a larger class of non-linear vector fields with/without constant point delay in the control inputs whether the ordinary dynamic system is perturbed or not perturbed with a suitable bounded perturbation for both the state and the control inputs.

Also the study of some qualitative behaviors such as controllability, complete controllability, exact delay controllability, the output-feedback (observer-based) robust and optimal control law which guarantees global (local) asymptotic stability in probability for different kinds of stochastic Lyapuncv function, inverse optimal stabilization in probability with a suitable performance index as well as solvability of the proposed problems, has been stated and developed as one of the most major themes of the thesis supported by some theoretical results and computational algorithms.

Main Subjects

Mathematics

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Language

English

Data Type

Arab Theses

Record ID

BIM-305210