Bounds for optimization of the reflection coefficient by constrained optimization in hardy spaces

The purpose of this book is twofold. Our starting point is the design of layered media with a prescribed reflection coefficient. In the first part of this book we show that the space of physically realizable reflection coefficients is rather restricted by a number of properties. In the second part w...

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1. autor: Schneck, Arne
Format: Online
Język:niemiecki
Wydane: KIT Scientific Publishing 2021
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Dostęp online:35013
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author Schneck, Arne
author_browse Schneck, Arne
author_facet Schneck, Arne
author_sort Schneck, Arne
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description The purpose of this book is twofold. Our starting point is the design of layered media with a prescribed reflection coefficient. In the first part of this book we show that the space of physically realizable reflection coefficients is rather restricted by a number of properties. In the second part we consider a constrained approximation problem in Hardy spaces. This can be viewed as an optimization problem for the frequency response of a causal LTI system with limited gain.
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institution Directory of Open Access Books
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spelling doab-20.500.12854ir-423942023-12-20T18:40:33Z Bounds for optimization of the reflection coefficient by constrained optimization in hardy spaces Schneck, Arne QA1-939 Reflecton coefficient Helmholtz equation Extremal problems in Hardy spaces LTI systems Analytic approximation bic Book Industry Communication::P Mathematics & science The purpose of this book is twofold. Our starting point is the design of layered media with a prescribed reflection coefficient. In the first part of this book we show that the space of physically realizable reflection coefficients is rather restricted by a number of properties. In the second part we consider a constrained approximation problem in Hardy spaces. This can be viewed as an optimization problem for the frequency response of a causal LTI system with limited gain. 2021-02-11T09:16:12Z 2021-02-11T09:16:12Z 2019-07-30 20:02:00 2009 book 35013 9783866443822 https://directory.doabooks.org/handle/20.500.12854/42394 ger image/jpeg Attribution-NonCommercial-NoDerivatives 4.0 International https://www.ksp.kit.edu/9783866443822 KIT Scientific Publishing 10.5445/KSP/1000011809 10.5445/KSP/1000011809 68fffc18-8f7b-44fa-ac7e-0b7d7d979bd2 9783866443822 I, 136 p. open access
spellingShingle QA1-939
Reflecton coefficient
Helmholtz equation
Extremal problems in Hardy spaces
LTI systems
Analytic approximation
bic Book Industry Communication::P Mathematics & science
Schneck, Arne
Bounds for optimization of the reflection coefficient by constrained optimization in hardy spaces
title Bounds for optimization of the reflection coefficient by constrained optimization in hardy spaces
title_full Bounds for optimization of the reflection coefficient by constrained optimization in hardy spaces
title_fullStr Bounds for optimization of the reflection coefficient by constrained optimization in hardy spaces
title_full_unstemmed Bounds for optimization of the reflection coefficient by constrained optimization in hardy spaces
title_short Bounds for optimization of the reflection coefficient by constrained optimization in hardy spaces
title_sort bounds for optimization of the reflection coefficient by constrained optimization in hardy spaces
topic QA1-939
Reflecton coefficient
Helmholtz equation
Extremal problems in Hardy spaces
LTI systems
Analytic approximation
bic Book Industry Communication::P Mathematics & science
topic_facet QA1-939
Reflecton coefficient
Helmholtz equation
Extremal problems in Hardy spaces
LTI systems
Analytic approximation
bic Book Industry Communication::P Mathematics & science
url 35013
work_keys_str_mv AT schneckarne boundsforoptimizationofthereflectioncoefficientbyconstrainedoptimizationinhardyspaces