On a radial positive solution to a nonlocal elliptic equation
AbstractThe existence of a solution to the Dirichlet boundary value problem for nonlinear Poisson equations with the nonlocal nonlinear term $$ -\Delta u=f\bigg(u,\int (g\circ u)\bigg),\quad u\vert\partial U=0, $$ is proved by means of fixed point theorems for increasing compact operators.
How to Cite
FIJALKOWSKI, Piotr & PRZERADZKI, Bogdan. On a radial positive solution to a nonlocal elliptic equation. Topological Methods in Nonlinear Analysis [online]. 1 June 2003, T. 21, nr 2, s. 293–300. [accessed 29.11.2021].
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