Speaker
Philip Herbert
(University of Sussex)
Description
In this talk, we consider the shape optimisation of a semi-linear elliptic equation. We use a $W^{1,\infty}$-steepest descent with Armio step size to perform the optimisation. In the infinite dimensional setting, we show the convergence of two-dimensional shapes under a mild assumption. We conclude with some numerical experiments.
Authors
Klaus Deckelnick
(Otto-von-Guericke-Universitaet Magdeburg)
Michael Hinze
(Universität Koblenz)
Philip Herbert
(University of Sussex)