In this work, we prove the existence of best proximity point results for ⊥-contraction (orthogonal-contraction) mappings on an O-complete metric space (orthogonal-complete space). Subsequently, these are employed to establish common result. Finally, provide suitable examples demonstrate validity our results.

Abstract In the commenced work, we establish some best proximity point results for multivalued generalized contractions on partially ordered complete metric spaces along with tactic of altering distance function. Furthermore, deliver examples to elaborate and explain usability attained results. To arouse further interest in subject show its efficacy, devote this work recent applications fractio...

in this paper, we establish and prove the existence of best proximity points for multivalued cyclic $f$- contraction mappings in complete metric spaces. our results improve and extend various results in literature.