Abstract
Karapinar introduced the notion of interpolative Ciric-Reich-Rus type contractions in the setting of complete metric space. Taking his approach forward, H. Aydi, initiated the concept of w-admissibility and proved some fixed point results on the same. This approach has been applied to partial-metric space as well. But the question is, can the above result be applied in quasi-partial b-metric space as well? Our paper deals with the above raised question. The paper discusses how w-admissibility can be used to obtain fixed point results for Ciric-Reich-Rus type contractions in quasi-partial b-metric space. Few examples are given to justify the result.
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