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FREQUENTLY CONVERGENT SOLUTIONS OF A DIFFERENCE EQUATION
Li, Hui,Bu, Fanqiang,Tao, Yuanhong Chungcheong Mathematical Society 2014 충청수학회지 Vol.27 No.2
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 $\frac{-1{\pm}\sqrt{5}}{2}$, then the solution defined by initial value have two frequent limits 0 and 1 of the same degree 0.5.
FREQUENTLY CONVERGENT SOLUTIONS OF A DIFFERENCE EQUATION
Hui Li,Fanqiang Bu,Yuanhong Tao 충청수학회 2014 충청수학회지 Vol.27 No.2
In this paper, using the de¯nition and properties of frequency measurement, we describe the properties of solutions of a di??erence equation as the initial value belongs to di??erent intervals of the whole domain. We get the main result that if the initial value belongs to [¡1; 1] which is di??erent from ¡1§p52 , then the solutionde¯ned by initial value have two frequent limits 0 and 1 of the same degree 0.5.