... to appear in Journal of Mathematical Analysis and Applications.[20] N. Shahzad and A. Latif, A random coincidence point theorem, Journal of Mathematical Analysis and Applications 245 (2000), no. ... parameters,JournalofMathematical Analysis and Applications 28 (1969), no. 1, 4–25.[18] V. M. Sehgal and S. P. Singh, On random approximations and a random fixed point theorem for setvalued mappings, ... measurable. A mapping s : Ω → X is called a measurableselector of a measurable multifunction T : Ω→ 2Xif s is measurable and s(ω) ∈ T(ω) for all ω∈ Ω. A measurable mapping ξ : Ω → X is called a random...