where Omega = R-N or Omega = B-1, N >= 3, p >= 1 and lambda < 1/4 ( N -2) (2). Using a suitable map we transform problem ( 1) into another one without the singularity 1/| x|(2). Then we obtain some bifurcation results from the radial solutions corresponding to some explicit values of lambda.
On the Hardy-Sobolev equation / Dancer, En; Gladiali, F; Grossi, M. - In: PROCEEDINGS OF THE ROYAL SOCIETY OF EDINBURGH. SECTION A. MATHEMATICS. - ISSN 0308-2105. - 147:2(2017), pp. 299-336. [10.1017/S0308210516000135]
On the Hardy-Sobolev equation
Dancer, ENMembro del Collaboration Group
;Gladiali, FMembro del Collaboration Group
;Grossi, M
Membro del Collaboration Group
2017
Abstract
where Omega = R-N or Omega = B-1, N >= 3, p >= 1 and lambda < 1/4 ( N -2) (2). Using a suitable map we transform problem ( 1) into another one without the singularity 1/| x|(2). Then we obtain some bifurcation results from the radial solutions corresponding to some explicit values of lambda.File allegati a questo prodotto
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