Aviso: por motivos de mantenimiento y mejora del repositorio, mañana martes día 13 de mayo, entre las 9 y las 14 horas, Docta Complutense, no funcionará con normalidad. Disculpen las molestias.
 

Some results about the approximate controllability property for quasilinear diffusion equations

Loading...
Thumbnail Image

Full text at PDC

Publication date

1997

Advisors (or tutors)

Editors

Journal Title

Journal ISSN

Volume Title

Publisher

Elsevier
Citations
Google Scholar

Citation

Abstract

We study the approximate controllability property for y(t) - Delta phi(y) = u chi(omega), on Omega x (0, T), where Omega is a bounded open set of R-N and omega subset of Omega. First, we show some negative results for the case phi(s) = \s\(m-1)s, 0 < m < 1, by means of an obstruction phenomenon. In a second part, we obtain a positive answer on the space H-1-gamma(Omega), for any gamma > 0, for a class of functions phi essentially linear at infinity, by using a higher order vanishing viscosity argument.

Research Projects

Organizational Units

Journal Issue

Description

Keywords

Collections