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Stabilization of systems and Ingham-Beurling inequalities - Stabilization up to renormalization of dynamics systems and vectorials Ingham-Beurling inequalities - Barhoumi, Alia
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Barhoumi, Alia:
Stabilization of systems and Ingham-Beurling inequalities - Stabilization up to renormalization of dynamics systems and vectorials Ingham-Beurling inequalities - Taschenbuch

2011, ISBN: 9786131573347

[ED: Taschenbuch / Paperback], [PU: Éditions universitaires européennes], The main idea of this thesis is to provide the stabilization and the controllability up to renormalization of linear dynamics systems with unbounded feedback . That is mean the exponential stability and the controllability holds in a modified space defined via a natural weight function. As the result we will exprime the exponential decay of the renormalized energy by an observability inequality type. The second axis is devoted to study the pointwise observability, controllability and exponential stabilization of vibrating systems. In order to establish satisfactory stabilization theorems we will introduce functions spaces depending on the arithmetical properties of the stabilization point. Working in this framework for vibrating strings, beams and also for a coupled string-beam system as a result we will construct a pointwise feedbacks leading to arbitrarily large prescribed decay rates. Finally, we will prove new results concerning the vectorial Ingham-Beurling theorem., DE, [SC: 0.00], Neuware, gewerbliches Angebot, 84, Selbstabholung und Barzahlung, PayPal, offene Rechnung, Banküberweisung, Interntationaler Versand

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Stabilization of systems and Ingham-Beurling inequalities - Alia Barhoumi
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Alia Barhoumi:
Stabilization of systems and Ingham-Beurling inequalities - Taschenbuch

ISBN: 9786131573347

[ED: Taschenbuch], [PU: Editions universitaires europeennes EUE], Neuware - The main idea of this thesis is to provide the stabilization and the controllability up to renormalization of linear dynamics systems with unbounded feedback . That is mean the exponential stability and the controllability holds in a modified space defined via a natural weight function. As the result we will exprime the exponential decay of the renormalized energy by an observability inequality type. The second axis is devoted to study the pointwise observability, controllability and exponential stabilization of vibrating systems. In order to establish satisfactory stabilization theorems we will introduce functions spaces depending on the arithmetical properties of the stabilization point. Working in this framework for vibrating strings, beams and also for a coupled string-beam system as a result we will construct a pointwise feedbacks leading to arbitrarily large prescribed decay rates. Finally, we will prove new results concerning the vectorial Ingham-Beurling theorem., DE, [SC: 0.00], Neuware, gewerbliches Angebot, 220x150x5 mm, 84, [GW: 142g], PayPal, offene Rechnung, Banküberweisung, Interntationaler Versand

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Stabilization of systems and Ingham-Beurling inequalities - Alia Barhoumi
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Alia Barhoumi:
Stabilization of systems and Ingham-Beurling inequalities - Taschenbuch

ISBN: 9786131573347

[ED: Taschenbuch], [PU: Editions universitaires europeennes EUE], Neuware - The main idea of this thesis is to provide the stabilization and the controllability up to renormalization of linear dynamics systems with unbounded feedback . That is mean the exponential stability and the controllability holds in a modified space defined via a natural weight function. As the result we will exprime the exponential decay of the renormalized energy by an observability inequality type. The second axis is devoted to study the pointwise observability, controllability and exponential stabilization of vibrating systems. In order to establish satisfactory stabilization theorems we will introduce functions spaces depending on the arithmetical properties of the stabilization point. Working in this framework for vibrating strings, beams and also for a coupled string-beam system as a result we will construct a pointwise feedbacks leading to arbitrarily large prescribed decay rates. Finally, we will prove new results concerning the vectorial Ingham-Beurling theorem., DE, [SC: 0.00], Neuware, gewerbliches Angebot, 220x150x5 mm, 84, [GW: 142g], PayPal, Banküberweisung, Interntationaler Versand

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Stabilization of systems and Ingham-Beurling inequalities - Alia Barhoumi
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Stabilization of systems and Ingham-Beurling inequalities - neues Buch

ISBN: 9786131573347

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The main idea of this thesis is to provide the stabilization and the controllability up to renormalization of linear dynamics systems with unbounded feedback . That is mean the exponential stability and the controllability holds in a modified space defined via a natural weight function. As the result we will exprime the exponential decay of the renormalized energy by an observability inequality type. The second axis is devoted to study the pointwise observability, controllability and exponential stabilization of vibrating systems. In order to establish satisfactory stabilization theorems we will introduce functions spaces depending on the arithmetical properties of the stabilization point. Working in this framework for vibrating strings, beams and also for a coupled string-beam system as a result we will construct a pointwise feedbacks leading to arbitrarily large prescribed decay rates. Finally, we will prove new results concerning the vectorial Ingham-Beurling theorem. Bücher / Naturwissenschaften, Medizin, Informatik & Technik / Mathematik

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Stabilization of systems and Ingham-Beurling inequalities:Stabilization up to renormalization of dynamics systems and vectorials Ingham-Beurling inequalities Alia Barhoumi Stabilization of systems and Ingham-Beurling inequalities:Stabilization up to renormalization of dynamics systems and vectorials Ingham-Beurling inequalities Alia Barhoumi Bücher > Wissenschaft > Mathematik, Editions universitaires europeennes EUE

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Stabilization of systems and Ingham-Beurling inequalities

The main idea of this thesis is to provide the stabilization and the controllability up to renormalization of linear dynamics systems with unbounded feedback . That is mean the exponential stability and the controllability holds in a modified space defined via a natural weight function. As the result we will exprime the exponential decay of the renormalized energy by an observability inequality type. The second axis is devoted to study the pointwise observability, controllability and exponential stabilization of vibrating systems. In order to establish satisfactory stabilization theorems we will introduce functions spaces depending on the arithmetical properties of the stabilization point. Working in this framework for vibrating strings, beams and also for a coupled string-beam system; as a result we will construct a pointwise feedbacks leading to arbitrarily large prescribed decay rates. Finally, we will prove new results concerning the vectorial Ingham-Beurling theorem.

Detailangaben zum Buch - Stabilization of systems and Ingham-Beurling inequalities


EAN (ISBN-13): 9786131573347
ISBN (ISBN-10): 6131573344
Gebundene Ausgabe
Taschenbuch
Erscheinungsjahr: 2011
Herausgeber: Editions universitaires europeennes

Buch in der Datenbank seit 19.02.2007 06:44:40
Buch zuletzt gefunden am 18.09.2017 15:27:25
ISBN/EAN: 9786131573347

ISBN - alternative Schreibweisen:
613-1-57334-4, 978-613-1-57334-7


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