Ahmed Bchatnia |
:ahmed.bchatnia@fst.rnu.tn |
Bchatnia Ahmed Résumé
BEHAVIOR OF THE ENERGY FOR LAME SYSTEMS IN BOUNDED DOMAINS WITH NONLINEAR DAMPING AND EXTERNAL FORCE ELECTRONIC JOURNAL OF DIFFERENTIAL EQUATIONS, 2013, 1, 1-17,
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Decay of the local Energy for the Solutions of the nonlienear Wave Equation Advanced Research in Scientific Areas, 1, 1, 1421-1423, Décembre 2012
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Exponential decay of the local energy for the solutions of critical wave equations outside a convex obstacle Indagationes Mathematicae, 23, 3, 184–198, Avril 2012
Ajouter aut panierAyadi Mohamed Ali , Bchatnia Ahmed, Hamouda Makram Résumé
General decay in a Timoshenko-type system with thermoelasticity with second sound Advances in Nonlinear Analysis, 4, 4, 263-284, Avril 2015
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Local energy decay for the wave equation with a nonlinear timedependent damping Applicable Analysis, 92, 11, 2288–2308,
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Remarks on the decay of the local energy for semilinear wave equation Applied Mathematics Letters, 23, 8, 935-939,
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Scattering and exponential decay of the local energy for the solutions of semilinear and subcritical wave equation outside convex obstacle Mathematische Zeitschrift, 3, 247, 619–642, Février 2004
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Scattering for the critical and localised semilinear wave equation Nonlinear Analysis, 74, 6, 2235–2242, Novembre 2010
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STABILIZATION OF THE NONLINEAR DAMPED WAVE EQUATION VIA LINEAR WEAK OBSERVABILITY Nonlinear Differential Equations and Applications , 1, 1, 1-17, Janvier 2016
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WELL-POSEDNESS AND ASYMPTOTIC STABILITY FOR THE LAME SYSTEM WITH INFINITE MEMORIES IN A BOUNDED DOMAIN MATHEMATICAL CONTROL AND RELATED FIELDS , 4, 4, 451-463,
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