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Table 1 The values of { u n } , { z n } , { y n } , and { x n } with initial values x 1 =30 and x 1 =−30

From: Strong convergence algorithm for approximating the common solutions of a variational inequality, a mixed equilibrium problem and a hierarchical fixed-point problem

 

x 1 =30

x 1 =−30

u n

z n

y n

x n

u n

z n

y n

x n

n = 1

8.571429

4.285714

15.000000

30.000000

−8.571429

−4.285714

−15.000000

−30.0000000

n = 2

1.710361

0.427590

0.837364

7.411565

−1.726060

−0.431515

−0.845050

−7.479592

n = 3

0.085202

0.000000

0.007495

0.404709

−0.093178

0.000000

−0.008196

−0.442594

n = 4

−0.001479

0.000370

0.000306

−0.007393

−0.003130

0.000783

0.000648

−0.015652

n = 5

−0.001617

0.000808

0.000769

−0.008354

−0.001585

0.000792

0.000753

−0.008187

n = 6

−0.001215

0.000911

0.000892

−0.006422

−0.001216

0.000912

0.000893

−0.006430

n = 7

−0.000972

0.000972

0.000962

−0.005226

−0.000972

0.000972

0.000962

−0.005225

n = 8

−0.000805

0.001006

0.000999

−0.004380

−0.000805

0.001006

0.000999

−0.004380

n = 9

−0.000682

0.001024

0.001020

−0.003754

−0.000682

0.001024

0.001020

−0.003754

n = 10

−0.000590

0.001032

0.001030

−0.003271

−0.000590

0.001032

0.001030

−0.003271