Please use this identifier to cite or link to this item:
|Title:||Null Controllability for a Degenerate Population Equation with Memory||Authors:||Allal, Brahim
|Journal:||APPLIED MATHEMATICS AND OPTIMIZATION||Issue Date:||2022||Abstract:||
In this paper we consider the null controllability for a population model depending on time, on space and on age. Moreover, the diffusion coefficient degenerate at the boundary of the space domain. The novelty of this paper is that for the first time we consider the presence of a memory term, which makes the computations more difficult. However, under a suitable condition on the kernel we deduce a null controllability result for the original problem via new Carleman estimates for the adjoint problem associated to a suitable nonhomogeneous parabolic equation.
|Appears in Collections:||A1. Articolo in rivista|
Show full item record
Files in This Item:
|File||Description||Size||Format||Existing users please|
|Rivista_online.pdf||538.94 kB||Adobe PDF||Request a copy|
checked on Jun 5, 2023
checked on Jun 11, 2023
All documents in the "Unitus Open Access" community are published as open access.
All documents in the community "Prodotti della Ricerca" are restricted access unless otherwise indicated for specific documents