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Boundary-value problems with possibly discontinuous nonlinearities : a fixed point approach /

by Paratore, Andrea [aut]; Marano, Salvatore A [ths]; Bonanno, Gabriele [opn].
Material type: materialTypeLabelBookPublisher: Catania : Scuola Superiore di Catania, 2016Description: 52 p. ; 25 cm.Subject(s): Boundary value problems | Differential equations, PartialOnline resources: Abstract
Contents:
Introduction -- Some fixed point theorems -- Schauder's theorem applications -- Boundary-value problems with discontinuous nonlinearities -- References --
Dissertation note: Tesi di diploma di 2° livello per la Classe delle Scienze Sperimentali Diploma di 2° livello Scuola Superiore di Catania, Catania, Italy 2016 A.A. 2016/2017 Abstract: Our aim is to study some classes of boundary-value problems via Tychonov's like fixed-point results. To do this, we state both classical fixed-point theorems and a simple but meaningful generalization obtained by O. Arino, S. Gautier, J.P. Penot, in 1984. Moreover, a version of the Schauder's theorem for discontinuous operators is reported, a recent result by R. López Pouso (2012).
List(s) this item appears in: Tesi di Laurea, Diploma, Dottorato, Master
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Location Call number Copy number Status Date due
Sala B : Armadio Tesi THS_2016 515.353 P223 (Browse shelf) 1 Available
Sala B : Armadio Tesi THS_2016 515.353 P223 (Browse shelf) 2 Available

Tesi di diploma di 2° livello per la Classe delle Scienze Sperimentali Diploma di 2° livello Scuola Superiore di Catania, Catania, Italy 2016 A.A. 2016/2017

Includes bibliographical references (50-52 p.) and index.

Introduction -- Some fixed point theorems -- Schauder's theorem applications -- Boundary-value problems with discontinuous nonlinearities -- References --

Tesi discussa il 06/12/2016.

Our aim is to study some classes of boundary-value problems via Tychonov's like fixed-point results. To do this, we state both classical fixed-point theorems and a simple but meaningful generalization obtained by O. Arino, S. Gautier, J.P. Penot, in 1984. Moreover, a version of the Schauder's theorem for discontinuous operators is reported, a recent result by R. López Pouso (2012).

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