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Hence, it is important to establish generalized iteration processes and strong convergence theorems for problem (SFVIP).
Hence, it is important to establish generalized iteration processes and the related strong convergence theorems for problem (SFVIP).
Later, Shahzad and Zegeye [6] defined two types of Ishikawa iteration processes and extended the results of [3 5].
Our method relies on constructive arguments involving Picard type iteration processes and our uniqueness result uses comparability arguments.
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In 2013, Khan [16] introduced a new iteration process for nonexpansive mappings, which he called 'Picard-Mann hybrid iteration process' and claimed that this process is independent of Picard and Mann iterative process and the convergence process is faster than Picard and Mann iteration process.
It is, therefore, essentially an iteration process and so guidance is provided on how to achieve convergence of the equations.
The iteration rate of convergence is similar to the Picard iteration process and faster than other fixed point iteration processes.
In 2014, Xu [3] gave an iteration process and proved weak convergence theorems to the solution for the problem (1.1).
The frequently dirty pages are recorded in the bitmap in every iteration process and are transmitted in the last round.
Sahu [21] has introduced Normal S-iteration Process, whose rate of convergence similar to the Picard iteration process and faster than other fixed point iteration processes (see [21, Theorem 3.6]).
Recently, Hussain et al. [20] introduced a new three-step iteration process known as the K iteration process and proved that it is converging fast as compared to all above-mentioned iteration processes.
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