The existence of multiple solutions for boundary value problem with one dimensional p-Laplacian
Abstract
The boundary value problem for a differential equation with one
dimensional p-Laplacian is studied. The technique of lower and
upper solutions is used. The existence of a solution for well
ordered and unordered case as well as the existence of multiple
solutions are proved. The growth condition is assumed only on a part
of the nonlinearity.
dimensional p-Laplacian is studied. The technique of lower and
upper solutions is used. The existence of a solution for well
ordered and unordered case as well as the existence of multiple
solutions are proved. The growth condition is assumed only on a part
of the nonlinearity.
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PDFDOI: https://doi.org/10.2478/tatra.v54i0.215