Abstract
Objective: The purpose of this paper is to establish two common fixed point theorems in Multiplicative Metric Space (MMS). Method: By utilizing the conditions Conditionally Sequentially Absorbing (CSA) and Pseudo Reciprocally Continuous (PRC) mappings. Findings: Two unique common fixed point theorems are generated and supported it with relevant examples. Novelty: In the first theorem, we use the concept CSA and PRC mappings. In the second theorem, we use the notion of CSA, non-compatible and PRC mappings. These conditions are weaker than the existing conditions like weakly compatible mappings which generalizes the theorem of Monika Verma, P Kumar and Andnawneet Hooda. Keywords Multiplicative Metric Space (MMS), fixed point, Psudo Reciprocally Continuous (PRC), Conditionally Sequential Absorbing (CSA), Occasionally Weakly Compatible (OWC) mappings
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