<title language="eng">An Immediate Derivation of Maximum Principle in Banach spaces, Assuming Reflexive Input and State Spaces

Consideramos una formulación estandar para el problema de norma optimal en espacios de Banach y mostramos que con un argumento simple que invoca algunos fuertes teoremas generales de la teoría de espacios de Banach elegidos apropiadamente se deriva directamente el Principio del Maximo.<br>We c...

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Main Author: Paolo d'Alessandro
Format: Article
Language:English
Published: Universidad de La Frontera 2012-01-01
Series:Cubo
Subjects:
Online Access:http://www.scielo.cl/scielo.php?script=sci_arttext&pid=S0719-06462012000200005
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author Paolo d'Alessandro
author_facet Paolo d'Alessandro
author_sort Paolo d'Alessandro
collection DOAJ
description Consideramos una formulación estandar para el problema de norma optimal en espacios de Banach y mostramos que con un argumento simple que invoca algunos fuertes teoremas generales de la teoría de espacios de Banach elegidos apropiadamente se deriva directamente el Principio del Maximo.<br>We consider a standard setting for the norm optimal problem in Banach spaces and show that with a simple argument which invokes some appropriately selected powerful general Theorems for Banach spaces a straightforward derivation of the Maximum Principle is obtained.
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spelling doaj.art-8130d70a70a04faeaaaffd0a18f2cd572022-12-22T03:47:51ZengUniversidad de La FronteraCubo0716-77760719-06462012-01-011428190<title language="eng">An Immediate Derivation of Maximum Principle in Banach spaces, Assuming Reflexive Input and State SpacesPaolo d'AlessandroConsideramos una formulación estandar para el problema de norma optimal en espacios de Banach y mostramos que con un argumento simple que invoca algunos fuertes teoremas generales de la teoría de espacios de Banach elegidos apropiadamente se deriva directamente el Principio del Maximo.<br>We consider a standard setting for the norm optimal problem in Banach spaces and show that with a simple argument which invokes some appropriately selected powerful general Theorems for Banach spaces a straightforward derivation of the Maximum Principle is obtained.http://www.scielo.cl/scielo.php?script=sci_arttext&pid=S0719-06462012000200005Linear Control Systems in Banach SpacesNorm Optimal ControlSupport of Closed Convex Sets
spellingShingle Paolo d'Alessandro
<title language="eng">An Immediate Derivation of Maximum Principle in Banach spaces, Assuming Reflexive Input and State Spaces
Cubo
Linear Control Systems in Banach Spaces
Norm Optimal Control
Support of Closed Convex Sets
title <title language="eng">An Immediate Derivation of Maximum Principle in Banach spaces, Assuming Reflexive Input and State Spaces
title_full <title language="eng">An Immediate Derivation of Maximum Principle in Banach spaces, Assuming Reflexive Input and State Spaces
title_fullStr <title language="eng">An Immediate Derivation of Maximum Principle in Banach spaces, Assuming Reflexive Input and State Spaces
title_full_unstemmed <title language="eng">An Immediate Derivation of Maximum Principle in Banach spaces, Assuming Reflexive Input and State Spaces
title_short <title language="eng">An Immediate Derivation of Maximum Principle in Banach spaces, Assuming Reflexive Input and State Spaces
title_sort title language eng an immediate derivation of maximum principle in banach spaces assuming reflexive input and state spaces
topic Linear Control Systems in Banach Spaces
Norm Optimal Control
Support of Closed Convex Sets
url http://www.scielo.cl/scielo.php?script=sci_arttext&pid=S0719-06462012000200005
work_keys_str_mv AT paolodalessandro titlelanguageenganimmediatederivationofmaximumprincipleinbanachspacesassumingreflexiveinputandstatespaces