Control of Systems with after Effect

By: V.B. Kolmanovskii, L.E. Shauikhet

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359 Pages

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26.67 x 19.05 x 2.54

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The study of natural and social phenomena indicate that the future development of many processes depends not only on their present state, but also on their history. Such processes can be described mathematically by using the machinery of equations with aftereffect. This book is a comprehensive, up-to-date presentation of control theory for hereditary systems of various types. Topics covered include background of the theory of hereditary equations, their applications in modeling real phenomena, optimal control of deterministic and stochastic systems, optimal estimation of systems with delay, and optimal control with uncertainties. The exposition is illustrated by examples, figures, and tables.

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You Can Find This Book In

Non-Fiction Science Physics Classical Mathematics Dynamics & Statics Engineering & Technology Mechanical Engineering & Materials Materials Science Mechanics of Solids Dynamics & Vibration Mathematics Calculus & Mathematical Analysis

Calculus of Variations Computing & I.T.Computer Science Systems Analysis & Design Probability & Statistics

Elements of the theory of systems with aftereffect
The dynamic programming method
Optimality conditions for deterministic systems with aftereffect
Investigation of self-adjusting systems with reference model
Optimal control of stochastic systems
Optimal control of systems defined by stochastic integro-functional equations
Optimal estimation
Optimal control with incomplete data
Bibliography
Table of Contents provided by Publisher. All Rights Reserved.

Control of Systems with after Effect

At a Glance

Hardcover

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How to return your order

Defective items

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