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Fixed points in fuzzy quasi-metric spaces

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The aim is to explore fixed point results for fuzzy mappings in fuzzy quasi-metric spaces using distance control functions.
Investigated single-valued and multivalued mappings in fuzzy quasi-metric spaces.
Employed altering distance control function and established results in left K-complete and G-bicomplete settings.
Provided applications to the Divide and Conquer algorithm.
Established new fixed point results in broader fuzzy quasi-metric space settings.
Recovered several well-known fixed point theorems as special cases of the new results.

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Randomized trial examines fixed point results for fuzzy mappings in fuzzy quasi-metric spaces, indicating broader applications.

Beg et al. (2026) studied this question.

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