2018 (seconda meta' di luglio 2018
)
2018 (seconda meta' di luglio 2018
)
Titolo
STABILITY OF MAXWELL'S EQUATION WITH A CONDUCTIVITY TERM
Periodo
Lunedì 17 giugno 2019 alle ore 15:30
Luogo
aula Tricerri del DIMAI in viale Morgagni 67/A - Firenze
Relatore
Prof. Matthias Eller (Georgetown University, DC, USA)
Abstract
We will review several results concerning the stability of the
dissipative linear wave equation. After that, we move on to Maxwell's
equations where the conductivity term introduces a natural interior
dissipation. This problem is more challenging since it involves a system
of PDE and we will present a couple of results concerning the stability.
Important ingredients of our approach are the analysis of solutions or
higher regularity as well as a unique continuation property of the
time-harmonic Maxwell equations.
Functions of complex and hypercomplex variable
Functions of complex and hypercomplex variable
Ultimo aggiornamento
21.01.2021