Skip to main content

Table 4 Comparative results, case III

From: New iteration process for pseudocontractive mappings with convergence analysis

Iterate

Ishikawa

Noor

New iter.

\(x_{1}\)

(0.2000000000,0.7000000000)

(0.2000000000,0.7000000000)

(0.2000000000,0.7000000000)

\(x_{2}\)

(0.3450926068,0.4336578892)

(0.3440379880,0.4453754852)

(0.3353767960,0.1812746972)

\(x_{50}\)

(−0.2825203374,−0.6048689124)

(−0.1985930762,−0.6362640252)

(0.0016680265,0.0012183686)

\(x_{100}\)

(0.6629813795,0.2137495813)

(0.4924269913,0.4914609759)

(0.0002799554,−0.0002411817)

\(x_{500}\)

(−0.5517134650,−0.5181083458)

(0.5198970951,−0.5495305923)

(−0.0000036908,0.0000031847)

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

(0.6836678095,−0.3774531919)

(−0.0643145529,0.7780664793)

(0.0000003350,0.0000006048)

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

(0.1307318905,−0.7932020541)

(0.1470941858,0.7901960402)

(0.0000000905,−0.0000000285)

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

(0.8164372572,−0.0225470783)

(−0.8164988720,−0.0157937523)

(0.0000000131,−0.0000000263)

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

(−0.7415175937,0.3629479923)

(0.8196224517,−0.0983434723)

(−0.0000000014,−0.0000000127)

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

(0.6615671585,−0.5049562094)

(−0.8290255718,0.0725360346)

(−0.0000000035,−0.0000000057)

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

(−0.8468389535,0.0936987565)

(0.3161194504,0.7911526553)

(−0.0000000008,0.0000000003)

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

(0.3426217981,−0.7918894343)

(−0.7192022147,−0.4766366788)

(−0.0000000001,0.0000000002)

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

(0.7166432454,−0.4935886013)

(−0.0890525429,−0.8655877100)

(0.0000000000,0.0000000001)

\(x_{24\text{,}767}\)

(−0.6197996742,−0.6182758717)

(−0.8746592516,0.0368619317)

(0.0000000000,0.0000000001)

\(x_{24\text{,}768}\)

(−0.7025624816,0.5223259212)

(−0.0919736849,0.8705918501)

(0.0000000000,0.0000000000)

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

(0.4328972371,−0.7611931941)

(−0.2574770981,−0.8369538748)

(0.0000000000,0.0000000000)