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Table 1 Iterations of Scheme ( 2.1 )-( 2.3 ), where x 0 = ( 1 , 2 , 3 , 1 , 1 ) T

From: A cutting hyperplane method for solving pseudomonotone non-Lipschitzian equilibrium problems

Iter (k)

x 1 k

x 2 k

x 3 k

x 4 k

x 5 k

1

4.3842

0

3.4633

1.7683

1.3842

2

4.4657

0

3.1371

1.9315

1.4657

3

4.4901

0.0000

3.0404

1.9796

1.4898

4

4.4976

0.0000

3.0117

1.9938

1.4969

5

4.5001

0.0000

3.0031

1.9979

1.4990

6

4.5012

0.0000

3.0005

1.9989

1.4995

7

4.5106

0.0142

2.9716

2.0071

1.4965

8

4.5309

0.0412

2.9176

2.0206

1.4897

9

4.5370

0.0494

2.9013

2.0247

1.4877

10

4.5389

0.0519

2.8963

2.0259

1.4870

11

4.5395

0.0526

2.8948

2.0263

1.4868

12

4.5396

0.0528

2.8943

2.0264

1.4868

13

4.5397

0.0529

2.8942

2.0264

1.4868

14

4.5397

0.0529

2.8942

2.0265

1.4868