ATHANS FALB OPTIMAL CONTROL PDF

More formally, an optimal control problem means endogenously controlling a parameter in a mathematical model to produce an optimal output, using some optimization technique. The problem comprises an objective or cost functional, which is a function of the state and control variables, and a set of constraints. The problem seeks to optimize the objective function subject to the constraints construed by the model describing the evolution of the underlying system. Optimal control has become a highly established research front in recent years with numerous contributions to the theory, in both deterministic and stochastic contexts. Its application to diverse fields such as biology, economics, ecology, engineering, finance, management, and medicine cannot be overlooked see, e.

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More formally, an optimal control problem means endogenously controlling a parameter in a mathematical model to produce an optimal output, using some optimization technique.

The problem comprises an objective or cost functional, which is a function of the state and control variables, and a set of constraints. The problem seeks to optimize the objective function subject to the constraints construed by the model describing the evolution of the underlying system.

Optimal control has become a highly established research front in recent years with numerous contributions to the theory, in both deterministic and stochastic contexts. Its application to diverse fields such as biology, economics, ecology, engineering, finance, management, and medicine cannot be overlooked see, e. The associated mathematical models are formulated, for example, as systems of ordinary, partial, or stochastic differential equations or discrete dynamical systems, for both scalar and multicriteria decision-making contexts.

This special issue is aimed at creating a multidisciplinary forum of discussion on recent advances in theory as well as applications. In response to the call for papers, 58 papers were received.

After a rigorous refereeing process, 7 papers were accepted for publication in this special issue. The articles included in the issue cover novel contributions to optimal control theory as well as a broad spectrum of applications of optimal control from finance to resource management to engineering to marketing.

The paper by Z. Lu and X. Huang investigates discretization of general linear hyperbolic optimal control problems and derives a priori error estimates for mixed finite element approximation of such optimal control problems.

The paper by R. Wu et al. The paper by N. Zulkarnain et al. There are three works focusing on applications in economics and finance. The paper by J. Ma et al. The paper by D. Sheng et al. An asset and liability management problem with stochastic interest rate is examined in the paper by H. Chang et al. Finally, the paper by C. Colapinto and E. Davide La Torre.

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Optimal Control : An Introduction to the Theory and Its Applications

Add to basket Add to wishlist Description Geared toward advanced undergraduate and graduate engineering students, this text introduces the theory and applications of optimal control. It serves as a bridge to the technical literature, enabling students to evaluate the implications of theoretical control work, and to judge the merits of papers on the subject. Rather than presenting an exhaustive treatise, Optimal Control offers a detailed introduction that fosters careful thinking and disciplined intuition. It develops the basic mathematical background, with a coherent formulation of the control problem and discussions of the necessary conditions for optimality based on the maximum principle of Pontryagin.

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ATHANS FALB OPTIMAL CONTROL PDF

Magar The structure, properties, and engineering realizations of several optimal feedback control systems also receive attention. Click here to sign up. My library Help Advanced Book Search. Optimal Control and Estimation. However, so timely of the computation of optimal solutions and and comprehensive a book must be written other practical considerations, and very few in a hurry.

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Optimal Control: Theory and Application to Science, Engineering, and Social Sciences

Michael AthansPeter L. The structure, properties, and engineering realizations of several optimal feedback control systems also receive optimap. However, nothing is available traordinary collection of data, references, and here which is not covered in other texts. Product Description Product Details Geared toward advanced undergraduate and graduate engineering students, this text introduces the theory and applications of optimal control. A s far as we know state-regulators and output-regulators is there is no direct interaction between mag- developed in detail; but there is no mention netic and gravitational fields, and it does not of the important relation between this prob- appear that electrostatic fields exist. One should mention the very good Chap.

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