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Table 3 Numerical results of \(\{x_{n}\}\), \(\{y_{n}\}\), and \(\{w_{n}\}\) with initial \(x_{1} = 1.0\) based on (3.12)

From: Simple form of a projection set in hybrid iterative schemes for non-linear mappings, application of inequalities and computational experiments

n

\(x_{n}\)

\(y_{n}\)

\(w_{n}\)

1

1.000000000000000

0.66666666666667

1.333333333333333

2

0.292893218813452

0.15857864376269

0.475735931288071

3

0.347936514272221

0.07569664973395

0.378483248669752

4

0.290404855661242

0.03178852092125

0.286096688291246

5

0.221842355801224

0.01278310169095

0.217312728746085

6

0.167276133945363

0.00513758154788

0.169540191079954

7

0.12855725127519

0.00210398755141

0.136759190841874

8

0.101961142045651

0.00088311728422

0.113922129664937

9

0.083609952177013

0.00037957322278

0.097550318255454

10

0.070649802113264

0.00016648761182

0.085408144862541

11

0.061199308074553

0.00007423543142

0.07609131720753

12

0.054067201574777

0.00003353686476

0.068717035886434

13

0.048505907532604

0.00001530928652

0.062722146871100

14

0.044042300609567

0.00000704735258

0.057738959695359

15

0.040371134215207

0.00000326643477

0.053520533658321

16

0.037290303448763

0.00000152265596

0.049895913052360

17

0.034661992662647

0.00000071323249

0.046743117653451

18

0.032389319001134

0.00000033548179

0.043972605019241

19

0.030402139089697

0.00000015837395

0.041516938205506

20

0.028648273174303

0.00000007500477

0.039324174089535