In the present manuscript, we have explored several fixed point results for self-mapping in \(\mathfrak {m}\) -metric space using interpolative type contractions and \((\phi -\psi \) ) Wardowski contractions. To support our finding, various illustrations have been discussed. Further, we have shown that several findings in the literature can be shown as the consequences of our main results.

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Some Fixed Point Result in  \(\mathfrak {m}\) -Metric Space Using Different Contractions

  • Kapil Yadav,
  • Deepak Kumar

摘要

In the present manuscript, we have explored several fixed point results for self-mapping in \(\mathfrak {m}\) -metric space using interpolative type contractions and \((\phi -\psi \) ) Wardowski contractions. To support our finding, various illustrations have been discussed. Further, we have shown that several findings in the literature can be shown as the consequences of our main results.