ABSTRACT
The existence of at least one positive radial solution of the generalized Kohn–Laplacian problem (1) (1) is proved, where is the Kohn–Laplacian (Heisenberg–Laplacian) operator, Ω is a Korányi ball, and are nonnegative radial functions and satisfies some suitable conditions.
Disclosure statement
No potential conflict of interest was reported by the author(s).