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Positive solutions of a Hammerstein integral equation with a singular nonlinear term
In this paper the existence of a positive measurable solution of the Hammerstein equation of the first kind with a singular nonlinear term at the origin is presented
Singular perturbations for a formally quasielliptic problem with variable coefficients in a half-space
Su una classe di operatori differenziali lineari a coefficienti constanti di tipo ipoellittico dipendenti da un parametro
Summable positive solutions of a Hammerstein integral equation with singular nonlinear term
In this paper we prove the existence of a positive solution
in of a Hammerstein integral equation with a nonlinear term
singular at the origin. The proof is based on the convergence of the
solutions of some integral equations with a regular nonlinear term, which
approximate the previous
Singular perturbations for a quasi-elliptic problem with constant coefficients in a half-space
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