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Mesh adaptation by Optimal Control of a continuous model
The problem of finding the best mesh in a numerical simulation is addressed with the introduction of a scalar output and of an adjoint state in combination with an a... -
Optimization loops for shape and error control: extended lecture notes
The power and versatility of the so-called adjoint methods used in optimization problems is addressed by presenting a combined methodology: shape and error control. In... -
Variational, Geometric and Statistical Methods for Modeling Brain Anatomy and...
We survey the recent activities of the Odyssée Laboratory in the area of the application of mathematics to the design of models for studying brain anatomy and... -
A new model for the estimation of cell proliferation dynamics using CFSE data.
International audience -
Robust Measurement Feedback Control of an Inclined Cable
International audience -
Parameter estimation in non-linear mixed effects models with SAEM algorithm: ...
This Research Report is now published in the Journal: ESAIM: Mathematical Modelling and Numerical Analysis. DOI: http://dx.doi.org/10.1051/m2an/2013140 and its updated... -
Robust control of variable time-delay systems : Theoretical contributions and...
This thesis addresses the general problem of robust compensation of input delays. Motivated by engine applications, we theoretically study prediction-based control... -
Diffusive systems coupled to an oscillator: a Hamiltonian formulation
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3D inpainting using sparse representations
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H-infinity control with state feedback of an inclined cable.
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Second Order PDEs with Dirichlet White Noise Boundary Condition
In this paper we study the Poisson and heat equations on bounded and unbounded domains with smooth boundary with random Dirichlet boundary conditions. The main novelty... -
Spatial dynamics and convergence: The spatial AK model
URL des Documents de travail : http://centredeconomiesorbonne.univ-paris1.fr/documents-de-travail-du-ces/Document de travail paru dans Journal of Economic Theory, Elsevier,... -
An age-and-cyclin-structured cell population model with proliferation and qui...
We present a nonlinear model of the dynamics of a cell population divided in a proliferative and a quiescent compartments. The proliferative phase represents the... -
About a Partial Differential Equation-based interpolator for signal envelope ...
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Sobolev extension property for tree-shaped domains with self-contacting fract...
International audience -
Two-dimensional traffic models
Traffic road modelling in the dense network of a wide area needs a large amount of data. It renders a keen modelling unmanageable in practice. To simplify the problem,... -
Geometric and multiscale numerical methods for differential equations
Habilitation (HDR) soutenue le 2 juillet 2013 à l'Ecole Normale Supérieure de Cachan, antenne de Bretagne (ENS Rennes) -
Stability of periodic waves, numerical scheme for chemiotaxis
This thesis is organized around two aspects of the study of partial differentialequations. In a first part, we study the stability of periodic solutions for... -
Numerical simulation of gas migration through engineered and geological barri...
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