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. 
Introduction The topic of this paper is the class of equations (1.1) utMohammed 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 DampingBy 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 - DialnetM. 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 - COREMohammed 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 - COREMohammed Aassila. Uniform stabilization of solutions to a quasilinear wave equa- tion with damping and source terms. Comment.Math.Univ. Some results on Heron trianglesMohammed 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 equaMohammed 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 EquationsMohammed Aassila. Abstract. We prove the strong asymptotic stability of solutions to a second order evolution equation when the LaSalle's ... Curriculum Vitae Mohammed AassilaAassila, 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 PremièreLe 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 ?.
