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20182022
most citedExterior controllability properties of a nonlocal Moore--Gibson--Thompson equation

1 citations · 1 across the 4 of their papers we have counts for

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math.AP2022

Discrete Carleman estimates and application to controllability for a fully-discrete parabolic operator with dynamic boundary conditions

Rodrigo Lecaros, Roberto Morales, Ariel Pérez +1

We consider a fully-discrete approximations of 1-D heat equation with dynamic boundary conditions for which we provide a controllability result. The proof of this result is based o…

math.AP2020

Exponential Turnpike property for fractional parabolic equations with non-zero exterior data

Mahamadi Warma, Sebastian Zamorano

We consider averages convergence as the time-horizon goes to infinity of optimal solutions of time-dependent optimal control problems to optimal solutions of the corresponding stat…

math.AP2020

The stability for an inverse problem of bottom recovering in water-waves

R. Lecaros, J. López-Ríos, J. H. Ortega +1

In this article we deal with a class of geometric inverse problem for bottom detection by one single measurement on the free surface in water--waves. We found upper and lower bound…

math.AP20181 cited

Exterior controllability properties of a nonlocal Moore--Gibson--Thompson equation

Carlos Lizama, M. Warma, Sebastian Zamorano

The three concepts of exact, null and approximate controllabilities are analyzed from the exterior of the Moore--Gibson--Thompson equation associated with the fractional Laplace op…

math.AP2018

Null controllability from the exterior of a one-dimensional nonlocal heat equation

Mahamadi Warma, Sebastian Zamorano

We consider the null controllability problem from the exterior for the one dimensional heat equation on the interval associated with the fractional Laplace operator $(-\par…

math.AP2018

Analysis of the controllability from the exterior of strong damping nonlocal wave equations

Mahamadi Warma, Sebastian Zamorano

We make a complete analysis of the controllability properties from the exterior of the (possible) strong damping wave equation with the fractional Laplace operator subject to the n…