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20152020
most citedTunneling estimates and approximate controllability for hypoelliptic equations

2 citations · 4 across the 3 of their papers we have counts for

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math.AP20202 cited

Logarithmic decay for damped hypoelliptic wave and Schr{ö}dinger equations

Camille Laurent, Matthieu Léautaud

We consider damped wave (resp. Schr{ö}dinger and plate) equations driven by a hypoelliptic "sum of squares" operator L on a compact manifold and a damping function b(x). We assume…

math.AP2020

On uniform observability of gradient flows in the vanishing viscosity limit

Camille Laurent, Matthieu Léautaud

We consider a transport equation by a gradient vector field with a small viscous perturbation --. We study uniform observability (resp. controllability) properties in the (si…

math.AP2018

Observability of the heat equation, geometric constants in control theory, and a conjecture of Luc Miller

Camille Laurent, Matthieu Léautaud

This article is concerned in the first place with the short-time observability constant of the heat equation from a subdomain of a bounded domain . The constant is of the fo…

math.AP20172 cited

Tunneling estimates and approximate controllability for hypoelliptic equations

Camille Laurent, Matthieu Léautaud

This article is concerned with quantitative unique continuation estimates for equations involving a "sum of squares" operator on a compact manifold assu…

math.AP2015

Quantitative unique continuation for operators with partially analytic coefficients. Application to approximate control for waves

Camille Laurent, Matthieu Léautaud

In this article, we first prove quantitative estimates associated to the unique continuation theorems for operators with partially analytic coefficients of Tataru, Robbiano-Zuily a…

math.AP2015

Delocalization of quasimodes on the disk

Nalini Anantharaman, Matthieu Léautaud, Fabricio Macià

This note deals with semiclassical measures associated to {(sufficiently accurate)} quasimodes for the Laplace-Dirichlet operator on the disk. In this time-independent set-…