论文标题
固定点和单个变量中线性功能方程的稳定性
Fixed points and the stability of the linear functional equations in a single variable
论文作者
论文摘要
我们证明，有关S.M. 2014年获得的线性功能方程的广义hyers-ulam-rassias稳定性的有趣结果。 Jung，D。Popa和M.T.全局优化期刊中的Rassias是我们2012年我们给出的固定点定理的特殊情况。
We prove that an interesting result concerning generalized Hyers-Ulam-Rassias stability of a linear functional equation obtained in 2014 by S.M. Jung, D. Popa and M.T. Rassias in Journal of Global Optimization is a particular case of a fixed point theorem given by us in 2012. Moreover, we give a characterization of functions that can be approximated with a given error, by the solution of the previously mention linear equation.
