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Table 1 Values of \(x_{n}\), \(z_{n}\) and \(u_{n}\)

From: Strong convergence of an inertial iterative algorithm for variational inequality problem, generalized equilibrium problem, and fixed point problem in a Banach space

No. of iterations

\(x_{n}\)

\(z_{n}\)

\(u_{n}\)

\(x_{0}=1\), \(x_{1}=2\)

\(z_{0}=3\)

1

1.750000

2.000000

3.000000

2

1.603678

0.532101

0.798151

3

1.238166

0.280883

0.421324

4

0.890899

0.179440

0.269159

5

0.619175

0.116978

0.175467

6

0.422455

0.077010

0.115516

7

0.285321

0.051030

0.076545

8

0.191617

0.033954

0.050931

9

0.128288

0.022649

0.033973

10

0.085748

0.015130

0.022695

15

0.011379

0.002027

0.003041

20

0.001514

0.000272

0.000408

25

0.000202

0.000037

0.000055

30

0.000027

0.000005

0.000007

35

0.000004

0.000001

0.000001

38

0.000001

0.000000

0.000000

39

0.000001

0.000000

0.000000

40

0.000000

0.000000

0.000000