FREQUENTLY CONVERGENT SOLUTIONS OF A DIFFERENCE EQUATION

Abstract

In this paper, using the definition and properties of frequency measurement, we describe the properties of solutions of a difference equation as the initial value belongs to different intervals of the whole domain. We get the main result that if the initial value belongs to [−1, 1] which is different from −1± , then the solution 2 defined by initial value have two frequent limits 0 and 1 of the same degree 0.5.

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