FIXED POINT ANALYSIS IN QUASI-PARTIAL METRIC SPACES USING w−INTERPOLATIVE HARDY-ROGERS TYPE CONTRACTIONS

FIXED POINT ANALYSIS IN QUASI-PARTIAL METRIC SPACES USING w−INTERPOLATIVE HARDY-ROGERS TYPE CONTRACTIONS

M. Sarma, AA. Mushtaq, Ann.Mongia, Anupal Mongia

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Abstract

By using Interpolative Hardy-Rogers type contraction via w−admissibility approach in the framework of quasi-partial metric space, we introduce a new property that makes it convenient to investigate the existence and uniqueness of fixed point theorems.

Keywords

Quasi-partial metric space, Interpolation, Hardy-Rogers type contracion, w−admissibility, fixed point.