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In this manuscript, we establish a fixed point theorem for  F  -Suzuki contraction mapping over a non-triangular metric space and also give a discussion as remarks on the non-triangular metric structure. Moreover we introduce non-triangular metric-like space and prove a fixed point theorem for Ćirić quasi-contraction mapping therein using the property  S . Examples have been cited in order to examine the validity of the underlying space and in support of our fixed point theorems.

Wardowski and Ćirić type fixed point theorems over non-triangular metric spaces