Abstract
In this paper, we consider a Hénon-type equation driven by a nonlinear operator obtained as a combination of a local and nonlocal term. We prove existence and non-existence akin to the classical result by Ni, and a stability result as the fractional parameter $s \to 1$.
Citation
Ariel M. Salort. Eugenio Vecchi. "On the mixed local-nonlocal Hénon equation." Differential Integral Equations 35 (11/12) 795 - 818, November/December 2022. https://doi.org/10.57262/die035-1112-795
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