We study the asymptotic behavior near the origin of positive radial solutions of fully nonlinear uniformly elliptic equations posed in punctured balls, having a linear zero order term with a singular potential and a super-linear absorbing zero order term. We consider here the case when the linear zero order term is resonant with the principal eigenvalue associated with the singular potential.
Fully nonlinear equations in punctured balls: the resonant case / Birindelli, Isabella; Demengel, Françoise; Leoni, Fabiana. - In: LA MATEMATICA. - ISSN 2730-9657. - (2026).
Fully nonlinear equations in punctured balls: the resonant case
Isabella Birindelli
;Fabiana Leoni
2026
Abstract
We study the asymptotic behavior near the origin of positive radial solutions of fully nonlinear uniformly elliptic equations posed in punctured balls, having a linear zero order term with a singular potential and a super-linear absorbing zero order term. We consider here the case when the linear zero order term is resonant with the principal eigenvalue associated with the singular potential.File allegati a questo prodotto
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