Numerical treatment of oscillatory functional differential equations
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文摘
In this paper we are concerned with oscillatory functional differential equations (that is, those equations where all the solutions oscillate) under a numerical approximation. Our interest is in the preservation of qualitative properties of solutions under a numerical discretisation. We give conditions under which an equation is oscillatory, and consider whether the discrete schemes derived using linear -methods will also be oscillatory. We conclude with some general theory.

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