Abstract
This paper introduces the concept of q 1 , q 2 -quasi metric-like space X , p and delves into some topological properties of it. A necessary and sufficient condition related to equivalent Cauchy sequences and Cauchy sequences in X , p have been proved. Furthermore, the results of the fixed point are shown in the setting of q 1 , q 2 -quasi metric-like space as applications of conditions of equivalent Cauchy sequences. Besides, some instances are inclined to epitomize the examined consequences.
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