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Table 2 Comparative results, case I

From: New iteration process for pseudocontractive mappings with convergence analysis

Iterate

Ishikawa

Noor

New iter.

\(x_{1}\)

(0.6000000000,0.8000000000)

(0.6000000000,0.8000000000)

(0.6000000000,0.8000000000)

\(x_{2}\)

(0.5539771951,0.3823475759)

(0.5845576135,0.4251282975)

(0.4179365588,0.2127647459)

\(x_{50}\)

(−0.4450369330,−0.4976206090)

(−0.3239420295,−0.5825226873)

(0.0018082804,0.0014649100)

\(x_{100}\)

(0.6964587601,0.0133562179)

(0.5821514537,0.3809434572)

(0.0003286008,−0.0002556144)

\(x_{500}\)

(−0.6777455360,−0.3368753388)

(0.3971613402,−0.6438475994)

(−0.0000043324,0.0000033756)

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

(0.5456751982,−0.5586691004)

(0.0954007431,0.7748693478)

(0.0000003429,0.0000006995)

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

(−0.1037052181,−0.7971860220)

(0.3048527823,0.7437145034)

(0.0000001035,−0.0000000270)

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

(0.7752046594,−0.2571690139)

(−0.8026212027,0.1507284165)

(0.0000000162,−0.0000000289)

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

(−0.6052498145,0.5614732843)

(0.7824477126,−0.2631121035)

(−0.0000000008,−0.0000000143)

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

(0.4877239037,−0.6743717613)

(−0.7969068795,0.2397588381)

(−0.0000000036,−0.0000000066)

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

(−0.7837825951,0.3340666307)

(0.4705344309,0.7102474078)

(−0.0000000009,0.0000000003)

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

(0.0995508262,−0.8570695454)

(−0.8011620666,−0.3202712792)

(−0.0000000001,0.0000000003)

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

(0.5437374559,−0.6793797373)

(−0.2633715133,−0.8293418385)

(0.0000000000,0.0000000001)

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

(0.1948437754,−0.8537277083)

(−0.4224421378,−0.7670260001)

(0.0000000000,0.0000000001)

\(x_{25\text{,}662}\)

(−0.1202342253,−0.8680256967)

(−0.6498446973,−0.5878762853)

(0.0000000000,0.0000000001)

\(x_{25\text{,}663}\)

(−0.8762826038,−0.0074383873)

(−0.6762590030,0.5572899348)

(0.0000000000,0.0000000000)

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

(−0.1288396162,0.8705678507)

(0.3187366255,0.8202867023)

(0.0000000000,0.0000000000)