In this paper we consider the non-variational system−Δui=Σj=1kaijujN+2N−2inRN,ui>0inRN,ui∈D1,2(RN),and we give some sufficient conditions on thematrix (aij)i, j =1,..,k which ensure the existence of solutions bifurcating from the bubble of the critical Sobolev equation.
A non-variational system involving the critical Sobolev exponent. The radial case / Gladiali, F.; Grossi, M.; Troestler, C.. - In: JOURNAL D'ANALYSE MATHEMATIQUE. - ISSN 0021-7670. - 138:2(2019), pp. 643-671. [10.1007/s11854-019-0040-8]
A non-variational system involving the critical Sobolev exponent. The radial case
Grossi M.
;
2019
Abstract
In this paper we consider the non-variational system−Δui=Σj=1kaijujN+2N−2inRN,ui>0inRN,ui∈D1,2(RN),and we give some sufficient conditions on thematrix (aij)i, j =1,..,k which ensure the existence of solutions bifurcating from the bubble of the critical Sobolev equation.File allegati a questo prodotto
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