A general iterative method for approximation of fixed points and their applications

By Ibrahim Karahan, M. Özdemir. 2013

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Numerical reckoning fixed points for Suzuki’s generalized nonexpansive mappings via new iteration process (2018, methodology): “Some of the other well-known iterative processes are Mann [11], Ishikawa [7], Agarwal [2], Noor [12], Abbas [1], SP [15], S∗ [8], CR [4], Normal-S [18], Picard Mann [10], Picard-S [6], Thakur New [22] and so on.”
A PICARD-S HYBRID TYPE ITERATION METHOD FOR SOLVING A DIFFERENTIAL EQUATION WITH RETARDED ARGUMENT (2014, methodology): “10), Normal-S [39], S* [19] and Two-Step Mann [45] iteration methods including a new three-step iteration method due to Abbas and Nazir [1].”
SOME FIXED POINT RESULTS FOR A NEW THREE STEPS ITERATION PROCESS IN BANACH SPACES (2017, background): “7) converges faster than all S [2], CR [5], Ishikawa [9], S* [10], Mann [12], Noor [13], SP [15], Picard [16], Picard-Mann [17], Picard-S (1.”