It is investigated the lower semicontinuity of functionals of the type $int_W(x,u, abla u,v)dx$ with respect to the $L^1$-strong % iems mathcal M$ weak∗ topology, when the target fields $(u, v)$ are in $W^{1,1} imes L^1$.
A note about weak * lower semicontinuity for functionals with linear growth in $W^{1,1} imes L^1$ / Zappale, Elvira; Zorgati, Hamdi. - In: JOURNAL OF ELLIPTIC AND PARABOLIC EQUATIONS. - ISSN 2296-9020. - 3:(2017), pp. 93-103. [10.1007/s41808-017-0006-x]
A note about weak * lower semicontinuity for functionals with linear growth in $W^{1,1} imes L^1$.
Zappale, Elvira
;
2017
Abstract
It is investigated the lower semicontinuity of functionals of the type $int_W(x,u, abla u,v)dx$ with respect to the $L^1$-strong % iems mathcal M$ weak∗ topology, when the target fields $(u, v)$ are in $W^{1,1} imes L^1$.File allegati a questo prodotto
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