Common fixed points for JH-operators and occasionally weakly g-biased pairs under relaxed condition on probabilistic metric space (Q2392179)

This paper investigates fixed point theorems for \(JH\)-operators and occasionally weakly biased pairs under relaxed condition on a distribution function. The symmetric condition for probabilistic semimetric space have been relaxed in Theorems 8 and 9. In Section 3 several fixed point theorems for four self-mappings are described. The results are applied to studying the existence and uniqueness of a common solution of the functional equations arising in dynamic programming