Fixed Point Results in Modular S-Metric Space

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In this work, some definitions, properties and propositions in modular S-metric space were given, existence, uniqueness and coincidence point of a fixed point results in the space were also provided using some general contractive conditions defined in modular S-metric space settings. Our results shows that existence and uniqueness of [L, ϕ] contraction is possible and also the coincidence of a fixed point for a specific rational contraction can be determined which improves on some results in the literature.