CONTROLLABILITY OF LINEAR AND SEMILINEAR NON-DIAGONALIZABLE PARABOLIC SYSTEMS

Null controllability of non diagonalisable parabolic systems Michel Duprez.. Institut de Mathématiques

In a second step, through an example of partially controlled 2 × 2 parabolic system, we will provide positive and negative results on partial null controllability when the

The method of proof of the corresponding positive and negative controllability results is also different: their arguments turn around Carleson measures while ours make use of

To reach the result, we are led to prove a global Car- leman estimate for the solutions of a scalar 2n−order parabolic equation and deduce from it an observability inequality for

One mechanism that appears to be particularly impor- tant for triggering antineoplastic immune responses is the induction of immunogenic cell death (ICD), tied to the cell

In the even more recent work [10], it was shown that it can be necessary not only to look at the condensation of the eigenvalues but also to the associated eigenfunctions to obtain

In this section, we will apply the general framework introduced above to prove the φ(h) null controllability properties for semi-discrete versions of the boundary control problem of

case of a constant diffusion coefficient with two different Robin parameters (point 2 of Theorem