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EXPONENTIAL GROWTH AND OSCILLATION OF NONLINEAR HOMOGENEOUS DIFFERENCEEQUATIONS
作者姓名:陈绍著  刘树堂
作者单位:山东大学!250100(陈绍著),滨州师范专科学校!256604(刘树堂)
摘    要:1IntroductionConsiderthenonlinearhomogeneousdifferenceequationfwhereashi>0,I--1,'5m,qandrarequotientsofpositiveoddintegers,p20,r=p q,a13',amarepositiveintegerswithal"<'

EXPONENTIAL GROWTH AND OSCILLATION OF NONLINEAR HOMOGENEOUS DIFFERENCEEQUATIONS
Chen Shaozhu.EXPONENTIAL GROWTH AND OSCILLATION OF NONLINEAR HOMOGENEOUS DIFFERENCEEQUATIONS[J].微分方程年刊(英文版),1997(4).
Authors:Chen Shaozhu
Institution:Chen Shaozhu(Shandong University)Liu Shutang (Binzhou Normal College)
Abstract:For a certain class of nonlinear homogeneous difference equations, it is shown that every nonoscillatory entire solution xn has exponential bounds on Z and that the oscillation is equivalent to the nonexistence of positive real characteristic roots. Explicit conditions for oscillation in terms of coefficients are also obtained.
Keywords:Exponential growth  oscillation  homogeneous difference equation
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