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Information Journal Paper

Title

Coincidence Point Results for Different Types of $ H_b^{+} $-contractions on $m_b$-Metric Spaces

Pages

  1-31

Keywords

$m_b$-metric 
$m_b$-Cauchy sequence 
$H_b^+ $-contraction 

Abstract

 In this paper, we give some properties of $m_b$-metric topology and prove Cantor's intersection theorem in $m_b$-metric spaces. Moreover, we introduce some newclasses of $H_b^+ $-contractions for a pair of multi-valued and single-valued mappings and discuss their Coincidence points. Some examples are provided to justify the validity of our main results.

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