首页> 外文期刊>The Journal of integral equations and applications >SOLVABILITY AND EXISTENCE OF ASYMPTOTICALLY STABLE SOLUTIONS FOR A VOLTERRA-HAMMERSTEIN INTEGRAL EQUATION ON AN INFINITE INTERVAL
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SOLVABILITY AND EXISTENCE OF ASYMPTOTICALLY STABLE SOLUTIONS FOR A VOLTERRA-HAMMERSTEIN INTEGRAL EQUATION ON AN INFINITE INTERVAL

机译:无穷区间上Volterra型Hammerstein型积分方程渐近稳定解的存在性和可解性。

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摘要

By applying a fixed point theorem of Krasnosel'skii type, we study the solvability and existence of asymptotically stable solutions for a nonlinear Volterra-Hammerstein integral equation on an infinite interval. In order to illustrate the results obtained, two examples are also given.
机译:通过应用Krasnosel'skii型不动点定理,我们研究了无限区间上非线性Volterra-Hammerstein积分方程的渐近稳定解的可解性和存在性。为了说明获得的结果,还给出了两个示例。

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