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<p>This paper presents existence and uniqueness results of best proximity points using the setting of Jleli-Samet generalized metric space. Various generalizations of the classes of contraction mappings of Istrăţescu type, obtained by taking the sum of distances between a number of points weighted by positive constants with adequate properties, are studied from this point of view. Applications of these outcomes are presented with regard to the fixed point theory.</p>

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Best proximity for Istrăţescu mappings on generalized metric spaces

  • 期刊论文

  • 出版模式：

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  • 发表日期：

    2025年6月17日

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  • Monica Stanciu

摘要

This paper presents existence and uniqueness results of best proximity points using the setting of Jleli-Samet generalized metric space. Various generalizations of the classes of contraction mappings of Istrăţescu type, obtained by taking the sum of distances between a number of points weighted by positive constants with adequate properties, are studied from this point of view. Applications of these outcomes are presented with regard to the fixed point theory.