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- W3082421619 abstract "In this short note, we prove that the minimal and maximal solution maps associated to elliptic quasi-variational inequalities of obstacle type are directionally differentiable with respect to the forcing term and for directions that are signed. On the way, we show that the minimal and maximal solutions can be seen as monotone limits of solutions of certain variational inequalities and that the aforementioned directional derivatives can also be characterised as the monotone limits of sequences of directional derivatives associated to variational inequalities." @default.
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- W3082421619 date "2020-09-02" @default.
- W3082421619 modified "2023-09-27" @default.
- W3082421619 title "On the differentiability of the minimal and maximal solution maps of elliptic quasi-variational inequalities" @default.
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