Convergence and almost sure (S,T)-stability for random iterative schemes

In this paper, we study the convergence and almost sure (S, T)-stability of Jungck-Noor type, Jungck-SP type,
Jungck-Ishikawa type and Jungck-Mann type random iterative algorithms for some kind of a general contractive type random
operators (2.14) in a separable Banach spaces. The Bochner integrability of random fixed point of this kind of random operators, the convergence and almost sure (S, T)-stability for these kind of random iterative algorithms under condition (18) are
obtained. Our results are stochastic generalizations of Zhang et al. [1], Okeke and Eke [2] and many others in deterministic
verse