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Lectures: J. Chazarain, A. Piriou: Problèmes mixtes hyperboliques: Première partie: Les problèmes mixtes hyperboliques vérifiant 1a condition de Lopatinski uniforme; Deuxième partie: Propagation et réflexion des singularités.- L. Gårding: Introduction to hyperbolicity.- T. Kato: Linear and quasi-linear equations of evolution of hyperbolic type.- K.W. Morton: Numerical methods for non-linear hyperbolic equations of mathematical physics.- Seminars: H. Brezis: First-order quasilinear equation on a torus.




Lectures: J. Chazarain, A. Piriou: Probl?mes mixtes hyperboliques: Premi?re partie: Les probl?mes mixtes hyperboliques v?rifiant 1a condition de Lopatinski uniforme; Deuxi?me partie: Propagation et r?flexion des singularit?s.- L. G?rding: Introduction to hyperbolicity.- T. Kato: Linear and quasi-linear equations of evolution of hyperbolic type.- K.W. Morton: Numerical methods for non-linear hyperbolic equations of mathematical physics.- Seminars: H. Brezis: First-order quasilinear equation on a torus.


Lectures: J. Chazarain, A. Piriou: Probl?mes mixtes hyperboliques: Premi?re partie: Les probl?mes mixtes hyperboliques v?rifiant 1a condition de Lopatinski uniforme; Deuxi?me partie: Propagation et r?flexion des singularit?s.- L. G?rding: Introduction to hyperbolicity.- T. Kato: Linear and quasi-linear equations of evolution of hyperbolic type.- K.W. Morton: Numerical methods for non-linear hyperbolic equations of mathematical physics.- Seminars: H. Brezis: First-order quasilinear equation on a torus.
Content:
Front Matter....Pages 1-4
First Order Quasilinear Equations on a Torus....Pages 5-13
Problemes Mixtes Hyperboliques....Pages 15-72
Introduction to Hyperbolicity....Pages 73-123
Linear and Quasi-Linear Equations of Evolution of Hyperbolic Type....Pages 125-191
Numerical Methods for Non-Linear Hyperbolic Equations of Mathematical Physics....Pages 193-242


Lectures: J. Chazarain, A. Piriou: Probl?mes mixtes hyperboliques: Premi?re partie: Les probl?mes mixtes hyperboliques v?rifiant 1a condition de Lopatinski uniforme; Deuxi?me partie: Propagation et r?flexion des singularit?s.- L. G?rding: Introduction to hyperbolicity.- T. Kato: Linear and quasi-linear equations of evolution of hyperbolic type.- K.W. Morton: Numerical methods for non-linear hyperbolic equations of mathematical physics.- Seminars: H. Brezis: First-order quasilinear equation on a torus.
Content:
Front Matter....Pages 1-4
First Order Quasilinear Equations on a Torus....Pages 5-13
Problemes Mixtes Hyperboliques....Pages 15-72
Introduction to Hyperbolicity....Pages 73-123
Linear and Quasi-Linear Equations of Evolution of Hyperbolic Type....Pages 125-191
Numerical Methods for Non-Linear Hyperbolic Equations of Mathematical Physics....Pages 193-242
....
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