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Table 5 Comparative results, case IV

From: New iteration process for pseudocontractive mappings with convergence analysis

Iterate

Ishikawa

Noor

New iter.

\(x_{1} \)

(0.4000000000,0.3000000000)

(0.4000000000,0.3000000000)

(0.4000000000,0.3000000000)

\(x_{2} \)

(0.4460001486,0.0829124405)

(0.4319456624,0.0683790444)

(0.3104879326,−0.1461827853)

\(x_{50}\)

(−0.6024706350,−0.2875991590)

(−0.5884980583,−0.3129555160)

(0.0017737757,−0.0005578461)

\(x_{100}\)

(0.6477778238,−0.2561583185)

(0.6957057872,0.0034190954)

(−0.0000252209,−0.0003316770)

\(x_{500}\)

(−0.7552263573,−0.0495696962)

(−0.0164948791,−0.7563099763)

(0.0000003362,0.0000043754)

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

(0.2881348085,−0.7258449682)

(0.5011778842,0.5986188573)

(0.0000006172,0.0000000803)

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

(−0.4030019869,−0.6955930739)

(0.6600714458,0.4586416551)

(0.0000000277,−0.0000000808)

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

(0.6161509491,−0.5361307431)

(−0.5918479368,0.5627040699)

(−0.0000000121,−0.0000000235)

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

(−0.3420238652,0.7513982050)

(0.5138396999,−0.6460813917)

(−0.0000000099,−0.0000000058)

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

(0.1900596641,−0.8102648966)

(−0.5386684962,0.6343351844)

(−0.0000000060,−0.0000000005)

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

(−0.5944221496,0.6103916596)

(0.7809654309,0.3405099509)

(−0.0000000002,0.0000000008)

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

(−0.2385405946,−0.8292026034)

(−0.8465824288,0.1665308994)

(0.0000000001,0.0000000002)

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

(0.2398133400,−0.8364788165)

(−0.6717832259,−0.5530639534)

(0.0000000001,0.0000000000)

\(x_{25\text{,}481}\)

(−0.2593778379,−0.8368678394)

(−0.8118123305,−0.3294798816)

(0.0000000001,0.0000000000)

\(x_{25\text{,}482}\)

(−0.8657493245,0.1345526508)

(−0.4443892718,0.7550603245)

(0.0000000000,0.0000000000)

\(x_{30\text{,}000}\)

(0.2167190982,0.8529483348)

(0.7133385040,0.5153750955)

(0.0000000000,0.0000000000)