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18 résultats avec le mot-clé: 'lipschitz stability inverse problem kuramoto sivashinsky equation'

Lipschitz stability in an inverse problem for the Kuramoto-Sivashinsky equation

Global Carleman estimates (valid for solutions considered in the whole domain and sat- isfying boundary conditions) were applied to parabolic equations by first time in [18],

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Lipschitz stability in an inverse problem for the wave equation

Concerning inverse problems for hyperbolic equations with a single observation, we can refer to [11], [12], where the method relies on uniqueness results obtained by local

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Stability of periodic Kuramoto-Sivashinsky waves

In this note, we announce a general result resolving the long-standing question of nonlinear modulational stability, or stability with respect to localized perturbations, of

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Lipschitz stability for the inverse Robin problem

Vogelius, Singular solutions to a nonlinear elliptic boundary value problem originating from corrosion modeling, Quart. Leblond, Logarithmic stability estimates

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Optimisation du rendement hydromécanique d'un moteur hydraulique à palettes par diminution des frottements visqueux de la cartouche

Mons ieur WOLLENSACK , Ense ignants du Cnam Rég ion Centre Mons ieur PENNET IER , Ense ignants du Cnam Rég ion Centre Mons ieur LANGLET , Ense ignants du Cnam Rég ion

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Particle models in connection with Kuramoto-Sivashinsky equation

1.3.2 The new sticky particle model for pressureless gases dynamics with small

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Boundary local null-controllability of the Kuramoto-Sivashinsky equation

Our method consists in combining several general results in order to reduce the null- controllability of this nonlinear parabolic equation to the exact controllability of a linear

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A global attracting set for the Kuramoto-Sivashinsky equation

We can use the preceding proposition for a quick proof of the following result which is an improvement of the bound Eq.(1.2):..

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An inverse problem for Schrödinger equations with discontinuous main coefficient.

Nevertheless, uniqueness and Lipschitz stability are obtained in [1] for the inverse problem of retriev- ing a stationary potential for the wave equation with Dirichlet data

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Rigorous derivation of the Kuramoto-Sivashinsky equation in a 2D weakly nonlinear Stefan problem.

In this subsection, we show that we can transform Equation (4.20) into a semilinear equation associated with a second order elliptic... Even if the proof can be obtained arguing as

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Nonlinear modulational stability of periodic traveling-wave solutions of the generalized Kuramoto-Sivashinsky equation

The bold periodic orbits near the center correspond to the lower and upper stability boundaries: in particular, all periodic traveling wave solutions of (2.1) corresponding to

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Carleman estimate and null controllability of a fourth order parabolic equation in dimension N ≥ 2

The first Carleman inequality for a fourth order parabolic equation was proved in [ 7 ], where the local exact controllability to the trajectories of the Kuramoto-Sivashinsky

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A local stability estimate for an inverse heat source problem

Key words: Inverse problem ; Heat equation ; Local stability estimate ; Shape optimization..

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High-order finite element methods for the Kuramoto-Sivashinsky equation

The quite gênerai theory of [3] for linearizing RK équations by Newton's method or by a modified Newton method applies to the KS équation as well and yields under some mild

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The structure of the CstF-77 homodimer provides insights into CstF assembly.

As opposed to the striking divergence of the cis-acting sequence elements that direct cleavage and polyadenylation, the protein components of the pre-mRNA 3'-end processing

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DamienNouvel Introduction

ñ Les statistiques permettent de concevoir, de paramétrer et d’évaluer l’adéquation du modèle pour une tâche donnée. Damien Nouvel (Inalco) Introduction 14

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Whitham's Modulation Equations and Stability of Periodic Wave Solutions of the Korteweg-de Vries-Kuramoto-Sivashinsky Equation

Since the spectrum of periodic traveling waves of (KdV) is explicitly known BD [5], we even expect to be able to combine low-Floquet arguments validating the

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Exchange rate fluctuations and border crossings : evidence from the Swiss-Italian border

By using hourly data on traffic flows in Ticino, the southernmost canton of Switzerland, and data on Italian supermarkets, I analyse the effects of the Swiss franc appreciation

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