Brigitte Bidegaray-Fesquet
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    • Event-triggered Controllers using Contraction Analysis
    • Extending nonstandard finite difference schemes rules to systems of nonlinear ODEs with constant coefficients
    • Multi-frequency averaging and uniform accuracy towards numerical approximations for a Bloch model
    • Strang splitting schemes for N-level Bloch models
    • Event-Based Set-point Tracking Based on a State Observer
    • Self-triggered stabilizing controllers for linear continuous-time systems
    • Event-triggered stabilizing controllers for switched linear systems
    • A new synthesis approach for non-uniform filters in the log-scale: proof of concept
    • Event-Based Integral Control for Output Disturbance Rejection
    • On a Bloch-type model with electron-phonon interactions: modeling and numerical simulations
    • Nonstandard finite difference schemes for the two-level Bloch model
    • Event-triggered stabilizing controllers based on an exponentially decreasing threshold
    • Event-based sampling algorithm for setpoint tracking using a state-feedback controller
    • Levels, peaks, slopes... which sampling for which purpose?
    • Digital Filtering with Nonuniformly Sampled Data: From the Algorithm to the Implementation
    • Noise and offset in the IIR filtering of event-based sampled data
    • Correctly Sizing FIR Filter Architecture in the Framework of Non-uniform Sampling
    • Data driven sampling of oscillating signals
    • A nonlinear Bloch model for Coulomb interaction in quantum dots
    • Static ferromagnetic materials: from the microscopic to the mesoscopic scale
    • Level crossing sampling of strongly monoHölder functions
    • From Newton's cradle to the discrete p-Schrödinger equation
    • Impact of Metallic Interface Description on Sub-wavelength Cavity Mode Computations
    • Non-Uniform Filter Design in the Log-Scale
    • Non-uniform filter interpolation in the frequency domain
    • IIR digital filtering of non-uniformly sampled signals via state representation
    • Positiveness and Pauli exception principle in raw Bloch equations for quantum boxes
    • Targeting ultra-low power consumption with non-uniform sampling and filtering
    • Impact of Metallic Interface Description on Sub-wavelength Cavity Mode Computations
    • A fully non-uniform approach to FIR filtering
    • Von Neumann Stability Analysis of Finite Difference Schemes for Maxwell-Debye and Maxwell-Lorentz Equations
    • Stability of FD-TD schemes for Maxwell-Debye and Maxwell-Lorentz equations
    • On the propagation of an optical wave in a photorefractive medium
    • A non local Schrödinger model for the propagation of waves in a photorefractive medium
    • Von-Neumann stability analysis of FD-TD methods in complex media
    • Hiérarchie de modèles en optique quantique. De Maxwell-Bloch à Schrödinger non linéaire
    • From the Bloch model to the rate equations II: the case of almost degenerate energy levels
    • A Maxwell-Bloch model with discrete symmetries for wave propagation in nonlinear crystals: an application to KDP
    • From the Bloch model to the rate equations
    • Multidimensional corrections to cell-centered finite volume methods for Maxwell equations
    • Time Discretizations for Maxwell-Bloch Equations
    • Modèles d'interaction radiation-matière en milieu résonnant
    • Order estimates in time of splitting methods for the nonlinear Schrödinger equation
    • Contributions à l'électromagnétisme dans le domaine temporel. Modélisation classique et quantique en optique non linéaire
    • Introducing physical relaxation terms in Bloch equations
    • Numerical study of self-focusing solutions to the Schrödinger-Debye system
    • Multi-level Maxwell-Bloch simulations
    • The Cauchy Problem for Schrödinger-Debye equations
    • Second order corrections to the finite volume upwind scheme for the 2D Maxwell equations
    • On the Cauchy problem for some systems occurring in nonlinear optics
    • A perturbative analysis of the time-envelope approximation in strong Langmuir turbulence
    • On a nonlocal Zakharov equation
    • Invariant measures for some partial differential equations
    • Etude qualitative d'équations d'ondes dispersives
    • Etude d'équations intervenant en optique non linéaire
    • On a nonlocal Zakharov equation
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Maison de la Modélisation et de la Simulation (MaiMoSiNE)

Sep 1, 2010 · 1 min read

MaiMoSiNE is a Federative Research Structure at the interface of the university and companies. Its main mission is to promote multidisciplinary actions in the field of modeling, simulation and intensive computing.

Visit the web site.

Last updated on Sep 1, 2010
Scientific
Brigitte Bidegaray-Fesquet
Authors
Brigitte Bidegaray-Fesquet
Researcher
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