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Table 1 The values of { u n } , { y n } , and { x n } with initial values x 1 =−40 and x 1 =40

From: An iterative method for common solutions of equilibrium problems and hierarchical fixed point problems

 

x 1 =−40

x 1 =40

u n

y n

x n

u n

y n

x n

n = 1

−11.428571

−13.333333

−40.000000

11.428571

13.333333

40.000000

n = 2

−5.382261

−5.980290

−23.323129

5.368132

5.964591

23.261905

n = 3

−1.702305

−1.812640

−8.085951

1.691401

1.801028

8.034153

n = 4

−0.422676

−0.440288

−2.113381

0.415900

0.433229

2.079500

n = 5

−0.089920

−0.092518

−0.464586

0.085540

0.088011

0.441955

n = 6

−0.017830

−0.018208

−0.094246

0.014702

0.015013

0.077709

n = 7

−0.003964

−0.004028

−0.021308

0.001537

0.001562

0.008260

n = 8

−0.001427

−0.001445

−0.007767

−0.000562

−0.000569

−0.003058

n = 9

−0.000907

−0.000917

−0.004990

−0.000779

−0.000787

−0.004284

n = 10

−0.000741

−0.000748

−0.004112

−0.000723

−0.000729

−0.004011