SOME COMMON BEST PROXIMITY POINT THEOREMS FOR THE PAIR OF NON−SELF MAPPINGS FROM THE PAIR (A, B) WITH WEAK P−PROERTY.

In this note, we prove the existence of a common best proximity point for a pair of non−self mappings from the pair closed non-empty subsets (A, B) in a complete metric space (X, d)satisfying weak P−property. Also, We prove the uniqueness of this existence.