The Uniqueness of Positive Solutions for Beam Equations with Perturbed Nonlinear Boundary Value Problem

GU Chuanyun; LIU Liu; WANG Yuanyuan

doi:10.3969/j.issn.1673-159X.2016.05.017

GU Chuanyun, LIU Liu, WANG Yuanyuan. The Uniqueness of Positive Solutions for Beam Equations with Perturbed Nonlinear Boundary Value Problem[J]. Journal of Xihua University(Natural Science Edition), 2016, 35(5): 92-97. DOI: 10.3969/j.issn.1673-159X.2016.05.017

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The Uniqueness of Positive Solutions for Beam Equations with Perturbed Nonlinear Boundary Value Problem

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This work is concerned with the nonlinear boundary value problem of a class of beam equations with perturbed.Its existence and uniqueness of positive solutions were obtained by using a new fixed point theorem for mixed monotone operators.The result here improves and generalizes the predecessors' work.Finally, the example was given to illustrate the main result.

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The Uniqueness of Positive Solutions for Beam Equations with Perturbed Nonlinear Boundary Value Problem

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