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Table 3 Comparative results, case II

From: New iteration process for pseudocontractive mappings with convergence analysis

Iterate

Ishikawa

Noor

New iter.

\(x_{1}\)

(0.5000000000,0.7000000000)

(0.5000000000,0.7000000000)

(0.5000000000,0.7000000000)

\(x_{2}\)

(0.5077039037,0.3414830422)

(0.5222783000,0.3691361889)

(0.3936091367,0.1328495346)

\(x_{50}\)

(−0.4522218355,−0.4911003500)

(−0.3578594849,−0.5623234911)

(0.0019722548,0.0010101314)

\(x_{100}\)

(0.6965793132,0.0032331971)

(0.6036824557,0.3458116905)

(0.0002560188,−0.0003026363)

\(x_{500}\)

(−0.6825697572,−0.3269901101)

(0.3583486889,−0.6662304996)

(−0.0000033744,0.0000039952)

\(x_{1\text{,}000}\)

(0.5374984520,−0.5665403780)

(0.1411060451,0.7678625476)

(0.0000004568,0.0000005844)

\(x_{2\text{,}000}\)

(−0.1152797418,−0.7955946876)

(0.3483463482,0.7243626875)

(0.0000000911,−0.0000000455)

\(x_{3\text{,}000}\)

(0.7713853627,−0.2684078761)

(−0.7922903051,0.1979796028)

(0.0000000095,−0.0000000301)

\(x_{4\text{,}000}\)

(−0.5970260234,0.5702100615)

(0.7654990306,−0.3089719017)

(−0.0000000036,−0.0000000132)

\(x_{5\text{,}000}\)

(0.4778717750,−0.6813886155)

(−0.7813153619,0.2865155847)

(−0.0000000046,−0.0000000054)

\(x_{10\text{,}000}\)

(−0.7788448421,0.3454220346)

(0.5117561426,0.6811458591)

(−0.0000000008,0.0000000005)

\(x_{15\text{,}000}\)

(0.0870845517,−0.8584257997)

(−0.8187171280,−0.2722803949)

(−0.0000000001,0.0000000003)

\(x_{20\text{,}000}\)

(0.5338066309,−0.6872101056)

(−0.3120070105,−0.8122955525)

(0.0000000000,0.0000000001)

\(x_{24\text{,}000}\)

(−0.1437915180,0.8627856757)

(0.5322398911,0.6940936228)

(0.0000000000,0.0000000001)

\(x_{24\text{,}478}\)

(0.8473016080,0.2190814433)

(0.7489567757,−0.4527152205)

(0.0000000000,0.0000000001)

\(x_{24\text{,}479}\)

(0.3414098540,−0.8058273678)

(−0.3375080849,−0.8074511489)

(0.0000000000,0.0000000000)

\(x_{25\text{,}000}\)

(0.1824160039,−0.8564692045)

(−0.4671095169,−0.7406719542)

(0.0000000000,0.0000000000)