Common fixed point theorems for occasionally weakly compatible self mappings in Menger spaces

Abstract

The aim of this paper is  to establish common fixed point theorems  for two pairs of maps satisfying  a new contractive condition of integral type using the concept of occasionally weakly compatible single and multi-valued maps in probabilistic  metric spaces. Our results neither require completeness of space nor the continuity of the maps involved there in .Our results extend, generalize and improve the results of  existing in literature . Related examples have also been quoted.