We prove the null controllability of a linearized Korteweg--de Vries equation with a Dirichlet control on the left boundary.

Feb 15, 2017 · We prove the null controllability by using a backstepping approach, a method usually used to handle stabilization problems. Keywords. Korteweg- ...

Sep 4, 2018 · Recently, by using the (piecewise) backstep- ping approach, Coron and Nguyen proved the null controllability and semi-global finite time.

We prove the null controllability by using a backstepping approach, a method usually used to handle stabilization problems.

It is proved that the null controllability of a linearized Korteweg--de Vries equation with a Dirichlet control on the left boundary with no change in ...

We prove the null controllability of a linearized Korteweg–de Vries equation with a Dirichlet control on the left boundary. Instead of considering classical ...

Null Controllability of a Linearized Korteweg--de Vries Equation by Backstepping Approach. Mendeley · CSV · RIS · BibTeX ; Author. Xiang, S. ; Date. 2019 ; Type.

Null controllability of a linearized Korteweg-de Vries equation by backstepping approach. Preprint, 2016. Shengquan Xiang, Université Pierre et Marie Curie ...

This paper deals with the controllability problem of a linearized Korteweg-de Vries equation on bounded interval. The system has a homogeneous Dirichlet ...

Recently, backstepping approach has been successfully used to prove the null controllability of the corresponding linearized system, instead of Carleman ...