In the present paper we deal with the one dimensional prescribed curvature equation. We prove, under a suitable oscillatory behaviour at zero of the nonlinearity, the existence of infinitely many solutions. Our approach combines variational techniques with classical regularity results.
A note on the existence of infinitely many solutions for the one dimensional prescribed curvature equation
FARACI, FRANCESCA
2010-01-01
Abstract
In the present paper we deal with the one dimensional prescribed curvature equation. We prove, under a suitable oscillatory behaviour at zero of the nonlinearity, the existence of infinitely many solutions. Our approach combines variational techniques with classical regularity results.File in questo prodotto:
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