26 citations · 37 across the 19 of their papers we have counts for
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An asymptotic preserving scheme for the quantum Liouville-BGK equation
Romain Duboscq, Olivier Pinaud
We are interested in this work in the numerical resolution of the Quantum Liouville-BGK equation, which arises in the derivation of quantum hydrodynamical models from first princip…
Scaling limit of fluctuations for high contrast stochastic homogenization of the Helmholtz equation: second order moments
Olivier Pinaud
This work is concerned with the high contrast stochastic homogenization of the Helmholtz equation. Our goal is to characterize the second order moments of the scaling limit of the…
Time reversal of surface plasmons
Olivier Pinaud
We study in this work the so-called "instantaneous time mirrors" in the context of surface plasmons. The latter are associated with high frequency waves at the surface of a conduct…
Entropy minimization for many-body quantum systems
Romain Duboscq, Olivier Pinaud
The problem considered here is motivated by a work by B. Nachtergaele and H.T. Yau where the Euler equations of fluid dynamics are derived from manybody quantum mechanics, see [10]…
Instantaneous time mirrors and wave equations with time-singular coefficients
Olivier Pinaud
We study in this work the concept of instantaneous time mirrors that were recently introduced in the physics literature. Instantaneous time mirrors offer a new method for time reve…
A backscattering model based on corrector theory of homogenization for the random Helmholtz equation
Wenjia Jing, Olivier Pinaud
This work concerns the analysis of wave propagation in random media. Our medium of interest is sea ice, which is a composite of a pure ice background and randomly located inclusion…