The aim of this paper is to introduce the concept of generalized φ-weakly contraction
random operators and then to prove the convergence and almost sure T-stability of
Mann and Ishikawa-type random iterative schemes. We also prove that a random
fixed point of such operators is Bochner integrable. Our results generalize, extend and
improve various results in the existing literature including the results in Berinde (Bul.
¸Stiin¸t. - Univ. Baia Mare, Ser. B Fasc. Mat.-Inform. 18(1):7-14, 2002), Olatinwo (J. Adv.
Math. Stud. 1(1):5-14, 2008), Rhoades (Trans. Am. Math. Soc. 196:161-176, 1974; Indian
J. Pure Appl. Math. 21(1):1-9, 1990; Indian J. Pure Appl. Math. 24(11):691-703, 1993) and
Zhang et al. (Appl. Math. Mech. 32(6):805-810, 2011).
Combrinck, Celeste; Scherman, Vanessa; Maree, David J.F.; Howie, Sarah J.(Sage, 2018)
Missing Not at Random (MNAR) data present challenges for the social sciences, especially when combined with Missing
Completely at Random (MCAR) data for dichotomous test items. Missing data on a Grade 8 Science test for ...
Paluncic, Filip; Maharaj, Bodhaswar Tikanath Jugpershad(Institute of Electrical and Electronics Engineers, 2019-01)
It is known that, for large user word lengths, the auxiliary data can be used to recover most of the redundancy losses of Knuth’s simple balancing method compared with the optimal redundancy of balanced codes for the binary ...
Luhandjula, M.K.; Joubert, Johan W.(Southern African Institute for Industrial Engineering, 2010-12)
This paper is on fuzzy stochastic optimisation, an area that is quickly coming to the forefront of mathematical
programming under uncertainty. An even stronger motivating factor for the growing interest in
this area can ...