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| Titre : |
Blow-up of solutions of a logarithmic flexible structure system with second sound in the presence of delay term in time |
| Type de document : |
document multimédia |
| Auteurs : |
Salah Eddine Attia, Auteur ; Ahlem Merah, Directeur de thèse |
| Editeur : |
Laghouat : Université Amar Telidji - Département de mathématiques |
| Année de publication : |
2025 |
| Importance : |
39 p. |
| Accompagnement : |
1 disque optique numérique (CD-ROM) |
| Note générale : |
Option : Analysis of functions and applications (Analyse fonctionnelle et applications) |
| Langues : |
Anglais (eng) |
| Mots-clés : |
Energy functional Time delay Blow-up of solution Local existence |
| Résumé : |
The main objective of this work is the study of the Blow-up of solutions to a Logarithmic Flexible Structure system with Second Sound in the presence of delay term in time. This work is composed of two chapters with general introduction and bibliography. The first chapter deals with the preliminary notions on the theory of functional spaces, and some theorems and inequalities used in this research. In the second chapter: we first use the multiplier method to find the energy functional then by using the direct method of Georgiev and Todorova we proved that the solution blows-up in a finite time. |
| note de thèses : |
Mémoire de master en mathématiques |
Blow-up of solutions of a logarithmic flexible structure system with second sound in the presence of delay term in time [document multimédia] / Salah Eddine Attia, Auteur ; Ahlem Merah, Directeur de thèse . - Laghouat : Université Amar Telidji - Département de mathématiques, 2025 . - 39 p. + 1 disque optique numérique (CD-ROM). Option : Analysis of functions and applications (Analyse fonctionnelle et applications) Langues : Anglais ( eng)
| Mots-clés : |
Energy functional Time delay Blow-up of solution Local existence |
| Résumé : |
The main objective of this work is the study of the Blow-up of solutions to a Logarithmic Flexible Structure system with Second Sound in the presence of delay term in time. This work is composed of two chapters with general introduction and bibliography. The first chapter deals with the preliminary notions on the theory of functional spaces, and some theorems and inequalities used in this research. In the second chapter: we first use the multiplier method to find the energy functional then by using the direct method of Georgiev and Todorova we proved that the solution blows-up in a finite time. |
| note de thèses : |
Mémoire de master en mathématiques |
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| MM 02-21 | MM 02-21 | CD | BIBLIOTHEQUE DE FACULTE DES SCIENCES | théses (sci) | Disponible |
