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NUMERICAL NULL CONTROLLABILITY OF THE HEAT EQUATION THROUGH A LEAST SQUARES A...
This work is concerned with the numerical computation of null controls for the heat equation. The goal is to compute an approximation of controls that drives the... -
Numerical approximation of bang-bang controls for the heat equation: an optim...
This work is concerned with the numerical computation of null controls of minimal $L^{\infty}$-norm for the linear heat equation with a bounded potential. Both, the... -
Efficient Resolution of Metastatic Tumour Growth Models by Reformulation into...
The McKendrick/Von Foerster equation is a transport equation with a non-local boundary condition that appears frequently in structured population models. A variant of... -
On nonlinear inverse problems of heat transfer with radiation boundary condit...
International audience -
A mixed formulation for the direct approximation of $L^2$-weighted controls f...
This paper deals with the numerical computation of null controls for the linear heat equation. The goal is to compute approximations of controls that drive the...
