Exact number of pseudo-symmetric positive solutions for a p-Laplacian three-point boundary value problems and their applications
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In this paper, the exact number of pseudo-symmetric positive solutions is obtained for a class of three-point boundary value problems with one-dimensional p-Laplacian. The interesting point is that the nonlinearity f is general form: f(u)=λg(u)+h(u). Meanwhile, some properties of the solutions are given in details. The arguments are based upon a quadrature method.
KeywordsExact number Positive solutions Pseudo-symmetric Quadrature method
Mathematics Subject Classification (2000)34B15
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