An inertial iterative algorithm for generalized equilibrium problems and Bregman relatively nonexpansive mappings in Banach spaces

Journal of Inequalities and Applications

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

No. of iterations	\(x_{n}\)	\(z_{n}\)	\(x_{n}\)	\(z_{n}\)
No. of iterations	\(x_{0}=1\), \(x_{1}=2\)	\(z_{n}\)	\(x_{0}=-1\), \(x_{1}=-2\)	\(z_{n}\)
1	1.695000	1.200000	−1.374971	−0.533333
2	1.436308	0.900583	−0.906199	0.046971
3	1.229982	0.777508	−0.554620	0.137395
4	1.068285	0.707982	−0.290936	0.222908
5	0.942164	0.659502	−0.093173	0.290718
6	0.843949	0.623263	0.055150	0.342544
7	0.767517	0.595549	0.166392	0.381722
8	0.708055	0.574170	0.249823	0.411218
9	0.661802	0.557615	0.312396	0.433385
10	0.625829	0.544772	0.359326	0.450031
11	0.597852	0.534800	0.394524	0.462523
12	0.576094	0.527053	0.420922	0.471898
13	0.559174	0.521032	0.440721	0.478930
14	0.546016	0.516352	0.455570	0.484206
15	0.535783	0.512714	0.466707	0.488164
20	0.510175	0.503614	0.492188	0.497220
25	0.502893	0.501027	0.498235	0.499370
29	0.501058	0.500376	0.499522	0.499827
30	0.500823	0.500292	0.499670	0.499880