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Pré-prints du CMLA 2012
Pré-print CMLA 2012-01
Exact Histogram Specifcation for Digital Images Using a Variational Approach. (Mila Nikolova, You-Wei Wen, Raymond Chan)
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Pré-print CMLA 2012-02
Detection and construction of an elliptic solution to the complex cubic-quintic Ginzburg-Landau equation. (Robert Conte, Ng Tuen-Wai)
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Pré-print CMLA 2012-03
Exact meromorphic stationary solutions of the real cubic
Swift-Hohenberg equation. (Robert Conte, Ng Tuen-wai, Wong Kwok-Kin)
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Pré-print CMLA 2012-04
On $ell_1$ Data Fitting and Concave Regularization for Image Recovery. (Mila Nikolova, Michael K. Ng and Chi-Pan Tam)
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Pré-print CMLA 2012-05
A Coherent derivation of an average ion model including
the evolution of correlations between different shells. (Daniel Bouche, Alain Decoster, Laurent Desvillettes, Valeria Ricci)
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Pré-print CMLA 2012-06
Modélisation macroscopique et simulation numérique du retour a l'équilibre liquide-vapeur. (Matthieu Ancellin)
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Pré-print CMLA 2012-07
Detecting surface bundles in finite covers of hyperbolic closed 3-manifolds. (Claire Renard)
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Pré-print CMLA 2012-08
Meromorphic traveling wave solutions of the complex cubic-quintic Ginzburg-Landau equation. (Robert Conte)
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Pré-print CMLA 2012-09
Analytical and numerical computations for high frequency MEMS. (Laurent Desvillettes, Silvia Lorenzani)
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Pré-print CMLA 2012-10
Nonlinear amplification of coherent waves in media with soliton-type refractive index pattern.
(Sergei Bugaychuk, Robert Conte)
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Pré-print CMLA 2012-11
Functional currents : a new mathematical tool to model and analyse functional shapes. (Nicolas Charon, Alain Trouvé)
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Pré-print CMLA 2012-12
Control of modeling errors in the coupling between linear transport and diffusion models. (Ludovic Chamoin, Laurent Desvillettes)
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Pré-print CMLA 2012-13
A Kinetic Approach for the Evaluation of Damping in Micro-Electro-Mechanical Systems Devices Vibrating at High Frequencies. (Silvia Lorenzani, Laurent Desvillettes)
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Pré-print CMLA 2012-14
On the scattering by a cavity in an impedance plane in 3D : boundary integral equations and novel Green's function (J.M.L. Bernard)
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