Method of lower and upper solutions for a third-order three-point regular boundary value problem

Martin Šenkyřík

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Displaying similar documents to “Method of lower and upper solutions for a third-order three-point regular boundary value problem”

Existence theorems for a certain nonlinear boundary value problem of the third order

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On some three-point problems for third-order differential equations

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This paper is concerned with existence and uniqueness of solutions of the three-point problem $u^{'''} = f (t, u, u^{'}, u^{''}), u (c) = 0, u^{'} (a) = u^{'} (b) . u^{''} (a) = u^{''} (b), a \leq c \leq b$ . The problem is at resonance, in the sense that the associated linear problem has non-trivial solutions. We use the method of lower and upper solutions.

On a third-order three-point regular boundary value problem

Martin Šenkyřík (1991)

Acta Universitatis Palackianae Olomucensis. Facultas Rerum Naturalium. Mathematica

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