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Y. Klokov (2003)
Two-Point Problems for Third-Order Ordinary Differential EquationsDifferential Equations, 39
Yu.A. Klokov (2003)
On Two-Point Problems for Ordinary Differential Equations of the Third OrderDiffer. Uravn., 39
Yu.A. Klokov (2005)
On Upper and Lower Functions for an Ordinary Differential Equation of the Fourth Order. IDiffer. Uravn., 41
A.Ya. Lepin, L.A. Lepin (2006)
On Some Boundary Value Problems for an nth-Order EquationNauch. Tr. LU IMI, Riga, 6
F. Minhós, T. Gyulov, A. Santos (2005)
EXISTENCE AND LOCATION RESULT FOR A FOURTH ORDER BOUNDARY VALUE PROBLEM, 2005
To prove the existence of a solution of a two-point boundary value problem for an nth-order operator equation by the a priori estimate method, we study extremal solutions of auxiliary boundary value problems for an nth-order differential equation with simplest right-hand side, which have a unique solution under certain restrictions on the boundary conditions.
Differential Equations – Springer Journals
Published: Apr 8, 2011
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