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Optimal Input Signals For Parameter Estimation: In Linear Systems with Spatio-Temporal Dynamics - Hardcover
Synopsis
The aim of this book is to provide methods and algorithms for the optimization of input signals so as to estimate parameters in systems described by PDE’s as accurate as possible under given constraints. The optimality conditions have their background in the optimal experiment design theory for regression functions and in simple but useful results on the dependence of eigenvalues of partial differential operators on their parameters. Examples are provided that reveal sometimes intriguing geometry of spatiotemporal input signals and responses to them.
- An introduction to optimal experimental design for parameter estimation of regression functions is provided. The emphasis is on functions having a tensor product (Kronecker) structure that is compatible with eigenfunctions of many partial differential operators.
- New optimality conditions in the time domain and computational algorithms are derived for D-optimal input signals when parameters of ordinary differential equations are estimated. They are used as building blocks for constructing D-optimal spatio-temporal inputs for systems described by linear partial differential equations of the parabolic and hyperbolic types with constant parameters.
- Optimality conditions for spatially distributed signals are also obtained for equations of elliptic type in those cases where their eigenfunctions do not depend on unknown constant parameters. These conditions and the resulting algorithms are interesting in their own right and, moreover, they are second building blocks for optimality of spatio-temporal signals.
- A discussion of the generalizability and possible applications of the results obtained is presented.
"synopsis" may belong to another edition of this title.
About the Author
Ewaryst Rafajlowicz, Wroclaw University of Science and Technology, Poland.
"About this title" may belong to another edition of this title.
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Hardcover. Condition: New. Dieser Artikel ist ein Print on Demand Artikel und wird nach Ihrer Bestellung fuer Sie gedruckt. Ewaryst Rafajlowicz, Wroclaw University of Science and Technology, Poland. The aim of this book is to provide methods and algorithms for the optimization of input signals so as to estimate parameters in systems described by PD. Seller Inventory # 267044029
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Optimal Input Signals for Parameter Estimation
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Hardback. Condition: New. 1st. The aim of this book is to provide methods and algorithms for the optimization of input signals so as to estimate parameters in systems described by PDE's as accurate as possible under given constraints. The optimality conditions have their background in the optimal experiment design theory for regression functions and in simple but useful results on the dependence of eigenvalues of partial differential operators on their parameters. Examples are provided that reveal sometimes intriguing geometry of spatiotemporal input signals and responses to them. An introduction to optimal experimental design for parameter estimation of regression functions is provided. The emphasis is on functions having a tensor product (Kronecker) structure that is compatible with eigenfunctions of many partial differential operators. New optimality conditions in the time domain and computational algorithms are derived for D-optimal input signals when parameters of ordinary differential equations are estimated. They are used as building blocks for constructing D-optimal spatio-temporal inputs for systems described by linear partial differential equations of the parabolic and hyperbolic types with constant parameters. Optimality conditions for spatially distributed signals are also obtained for equations of elliptic type in those cases where their eigenfunctions do not depend on unknown constant parameters. These conditions and the resulting algorithms are interesting in their own right and, moreover, they are second building blocks for optimality of spatio-temporal signals. A discussion of the generalizability and possible applications of the results obtained is presented. Seller Inventory # LU-9783110350890
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Optimal Input Signals for Parameter Estimation
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Buch. Condition: Neu. This item is printed on demand - it takes 3-4 days longer - Neuware -The aim of this book is to provide methods and algorithms for the optimization of input signals so as to estimate parameters in systems described by PDE's as accurate as possible under given constraints. The optimality conditions have their background in the optimal experiment design theory for regression functions and in simple but useful results on the dependence of eigenvalues of partial differential operators on their parameters. Examples are provided that reveal sometimes intriguing geometry of spatiotemporal input signals and responses to them. An introduction to optimal experimental design for parameter estimation of regression functions is provided. The emphasis is on functions having a tensor product (Kronecker) structure that is compatible with eigenfunctions of many partial differential operators. New optimality conditions in the time domain and computational algorithms are derived for D-optimal input signals when parameters of ordinary differential equations are estimated. They are used as building blocks for constructing D-optimal spatio-temporal inputs for systems described by linear partial differential equations of the parabolic and hyperbolic types with constant parameters. Optimality conditions for spatially distributed signals are also obtained for equations of elliptic type in those cases where their eigenfunctions do not depend on unknown constant parameters. These conditions and the resulting algorithms are interesting in their own right and, moreover, they are second building blocks for optimality of spatio-temporal signals. A discussion of the generalizability and possible applications of the results obtained is presented. 202 pp. Englisch. Seller Inventory # 9783110350890
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Optimal Input Signals for Parameter Estimation: In Linear Systems With Spatio-temporal Dynamics
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Optimal Input Signals For Parameter Estimation: In Linear Systems with Spatio-Temporal Dynamics
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Optimal Input Signals for Parameter Estimation
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Buch. Condition: Neu. This item is printed on demand - Print on Demand Titel. Neuware -The aim of this book is to prove an overview of classic results on optimal experiment design for estimating parameters of a regression function, and to indicate how to use them for sensors¿ allocation problems for estimating parameters in systems described by PDE¿s.De Gruyter Mouton, Genthiner Straße 13, 10785 Berlin 202 pp. Englisch. Seller Inventory # 9783110350890