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Some Findings on Growth of Solutions of Complex \(\boldsymbol{q}\)-Difference Equations

  • Jianren Long,
  • Ling Wang

摘要

Abstract

The growth of solutions of complex \(q\) -difference equations and Askey–Wilson divided difference equations is studied by using the idea from Laine and Yang [20], in which type of the growth of the coefficients is used to characterize the growth of solutions of these equations, some new findings are showed in this paper.