І. І. Volyanska, М. М. Symotyuk
Abstract
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Well-posedness conditions of a two-point boundary-value problem are obtained for a high-order linear partial differential equation in an unbounded strip when the real parts of the roots of its characteristic equation are different.
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Well-posedness conditions of a two-point boundary-value problem are obtained for a high-order linear partial differential equation in an unbounded strip when the real parts of the roots of its characteristic equation are different.
Key concepts: First-order partial differential equation, Mathematics, Partial differential equation, Boundary value problem, Homogeneous differential equation, Mathematical analysis, Homogeneous, Differential equation