Some Generalizations of Fixed-Point Theorems on S-Metric Spaces

Fixed point theorems of generalized S - β - Ψ contractive type mappings

“…The concept of S-metric is also further extended by many researcher. These generalisations can be seen in [6,10,7,8] and references therein.…”

S-metrik uzaylar üzerinde sabit-nokta teoremlerinin çeşitli türleri

“…Therefore, it is important to study new fixedpoint theorems on S-metric spaces. Some fixed-point results have been still investigated using different techniques to generalize some well-known fixed-point theorems (for example, see [10], [11], [12] and [13] for more details).…”

New contractive conditions of integral type on complete S-metric spaces

“…On the other hand some generalizations of the wellknown Ć irić's and Nemytskii-Edelstein fixed-point theorems obtained on S-metric spaces via some new fixed point results (see [8,9,13,14] for more details).…”

“…Some fixed-point theorems have been given for selfmappings satisfying various contractive conditions on an Smetric space (see [4,6,8,9,13,14]). One of the important results among these studies is the Banach's contraction principle on a complete S-metric space.…”