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Table 6 Comparative results, case V

From: New iteration process for pseudocontractive mappings with convergence analysis

Iterate

Ishikawa

Noor

New iter.

\(x_{1}\)

(0.2000000000,0.3000000000)

(0.2000000000,0.3000000000)

(0.2000000000,0.3000000000)

\(x_{2}\)

(0.3012563133,0.1744796180)

(0.2851093585,0.1502591858)

(0.3021399173,−0.0487361054)

\(x_{50}\)

(−0.4169844503,−0.5213521942)

(−0.4295257007,−0.5096849930)

(0.0016577246,−0.0000407865)

\(x_{100}\)

(0.6946690134,0.0516541858)

(0.6443413556,0.2623784481)

(0.0000601568,−0.0002904776)

\(x_{500}\)

(−0.6581845589,−0.3736537059)

(0.2664781341,−0.7080015998)

(−0.0000007906,0.0000038327)

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

(0.5755858813,−0.5278006053)

(0.2420603177,0.7422470011)

(0.0000005092,0.0000002210)

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

(−0.0596880659,−0.8016842650)

(0.4416662024,0.6715485441)

(0.0000000437,−0.0000000625)

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

(0.7881795628,−0.2141287987)

(−0.7588869631,0.3016793462)

(−0.0000000045,−0.0000000231)

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

(−0.6352245439,0.5273228287)

(0.7175599474,−0.4081177818)

(−0.0000000071,−0.0000000074)

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

(0.5240881644,−0.6465164148)

(−0.7362246871,0.3879666032)

(−0.0000000050,−0.0000000019)

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

(−0.8009753063,0.2904379947)

(0.5978692867,0.6069648647)

(−0.0000000004,0.0000000006)

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

(0.1465548210,−0.8502942180)

(−0.8476747755,−0.1608782900)

(0.0000000001,0.0000000002)

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

(0.5802924064,−0.6484350172)

(−0.4173549517,−0.7635360394)

(0.0000000001,0.0000000001)

\(x_{23\text{,}860}\)

(0.8666005213,−0.1175952413)

(0.3460420046,−0.8031500630)

(0.0000000001,0.0000000000)

\(x_{23\text{,}861}\)

(0.0120033293,−0.8744614434)

(−0.7430451870,−0.4611732164)

(0.0000000000,0.0000000000)

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

(0.2415195695,−0.8417145563)

(−0.5615434561,−0.6719041535)

(0.0000000000,0.0000000000)