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Commentationes Mathematicae Universitatis Carolinae - DML-CZ

e-mail: aassila@math.u-strasbg.fr. (Research paper presented by W. Okrasi?ski). AMS Subject Class. (1991): 93D15. Received January 8, 1997.



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Introduction The topic of this paper is the class of equations (1.1) ut
Mohammed Aassila. Abstract. We study the asymptotic behavior of the system governing the nonlinear vibrations of a Timoshenko beam.
78 - On a Quasilinear Wave Equation with Strong Damping
By M. Aassila. *) of Strasbourg. (Received March 17, 2000; accepted June 7, 2000). Abstract. We study the global existence and asymptotic stability of ...
ASYMPTOTIC BEHAVIOR OF SOLUTIONS TO A QUASILINEAR ...
<aassila><guesmia>~math. u-strasbg, fr. (Received and accepted March 1998). A b s t r a c t - - T h i s paper proves uniform stabilization of the energy of ...
m. aassila - Dialnet
M. AASSILA. Institut de Recherche Math~matique Avanc~e. Universit~ Louis Pasteur et C.N.R.S.. 7, rue Ren4 Descartes, 67084 Strasbourg c~dex, France.
Energy Decay for a Damped Nonlinear Hyperbolic Equation - CORE
Mohammed Aassila, born 1968, studied mathematics in Fes, Tours and Strasbourg and received his Ph.D. in 1997. He is now an Assistant-Docteur at the ...
Applied - Mathematics - Letters - CORE
Mohammed Aassila. Uniform stabilization of solutions to a quasilinear wave equa- tion with damping and source terms. Comment.Math.Univ.
Some results on Heron triangles
Mohammed Aassila. Centre de Recherches Mathématiques, Université de Montréal. C.P. 6128-A, Montréal (Québec) H3C 3J7, Canada. (Submitted by: Viorel Barbu).
Uniform stabilization of solutions to a quasilinear wave equa
Mohammed Aassila. IRMA, 7 rue René Descartes, 67084 Strasbourg cédex, France. (Submitted by: Y. Giga). Abstract. We propose a new method to prove the strong ...
Aassila.pdf - Electronic Journal of Differential Equations
Mohammed Aassila. Abstract. We prove the strong asymptotic stability of solutions to a second order evolution equation when the LaSalle's ...
Curriculum Vitae Mohammed Aassila
Aassila, A new approach of strong stabilization of distributed systems, Diffe- rential and Integral Equations 11 (1998), 369-376. [10] M. Aassila, Global ...
Livret de liaison 1ere-Terminale pour la spécialité mathématique.
les désigner c'est ce qu'on nommele systèmes de la nu- mération. Au premier abord il semble nécessaire de créerune multi- tude infinie .de mots.
Sujet E3C N°02643 du bac Spécialité Mathématiques Première
Le manuel reprend les trois parties du programme de la classe de première ... Le sommet de la parabole d'équation y = ax2 + bx + c est de coordonnées ?.