Very recently, I. Altun, M. Aslantas and H. Sahin [1] introduced the notion of \(p\)-proximal contractions and surveyed the existence of best proximity points for such class of non-self mappings in metric spaces. In this note we show that this existence result is a straightforward consequence of the same conclusion in fixed point theory.

中文翻译：

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在论文``$$ p $$ p-近端收缩的最佳接近点结果''上的注释

最近，I。Altun，M。Aslantas和H. Sahin [1]引入了\（p \）-近端收缩的概念，并调查了度量空间中此类非自映射的最佳邻近点的存在。在此注释中，我们表明，该存在结果是定点理论中相同结论的直接结果。