Convergence of Generalized Quasi-Nonexpansive Mappings in Hyperbolic Space

Table 3

Table shows the behavior of different iterations of Example 2 toward fixed point along the y-component (as the values of both components are same).

Steps	Mann	Ishikawa	Agarwal	Noor	Abbas
0	0.1	0.1	0.1	0.1	0.1
1	0.378251457847309	0.349865685358071	0.469116310149775	0.353488188856970	0.448059476721477
2	0.438734562339734	0.420761766649737	0.448858705072300	0.423665139911046	0.450145841140597
3	0.448471847181185	0.441497041994946	0.450275252488784	0.442926124783628	0.450182937304719
4	0.449930314735026	0.447614030619777	0.450177267430227	0.448198567436677	0.450183599267090
5	0.450146188219705	0.449423071779080	0.450184050424117	0.449640755996101	0.450183611080230
6	0.450178083528851	0.449958470681449	0.450183580897748	0.449640755996101	0.450183611291043
7	0.450182794815804	0.450116960188063	0.450183613399004	0.450035161737148	0.450183611294805
8	0.450183490697381	0.450163879470642	0.450183611149223	0.450143016673408	0.450183611294872
9	0.450183593482115	0.450177769732867	0.450183611304956	0.450172510434213	0.450183611294874
10	0.450183608663854	0.450181881911416	0.450183611294176	0.450180575695778	0.450183611294874
11	0.450183610906261	0.450183099313956	0.450183611294922	0.450182781191706	0.450183611294874
12	0.450183611237474	0.450183459723810	0.450183611294870	0.450183384298093	0.450183611294874
13	0.450183611286395	0.450183566422521	0.450183611294874	0.450183549221219	0.450183611294874
14	0.450183611293621	0.450183598010491	0.450183611294874	0.450183594320454	0.450183611294874
15	0.450183611294689	0.450183607362055	0.450183611294874	0.450183606653115	0.450183611294874
16	0.450183611294846	0.450183610130569	0.450183611294874	0.450183610025556	0.450183611294874
17	0.450183611294870	0.450183610950183	0.450183611294874	0.450183610947771	0.450183611294874
18	0.450183611294873	0.450183611192829	0.450183611294874	0.450183611199956	0.450183611294874
19	0.450183611294874	0.450183611264663	0.450183611294874	0.450183611199956	0.450183611294874
20	0.450183611294874	0.450183611285930	0.450183611294874	0.450183611268918	0.450183611294874
21	0.450183611294874	0.450183611292226	0.450183611294874	0.450183611287776	0.450183611294874
22	0.450183611294874	0.450183611294090	0.450183611294874	0.450183611292933	0.450183611294874
23	0.450183611294874	0.450183611294642	0.450183611294874	0.450183611294343	0.450183611294874
24	0.450183611294874	0.450183611294805	0.450183611294874	0.450183611294728	0.450183611294874
25	0.450183611294874	0.450183611294853	0.450183611294874	0.450183611294834	0.450183611294874
26	0.450183611294874	0.450183611294868	0.450183611294874	0.450183611294863	0.450183611294874
27	0.450183611294874	0.450183611294872	0.450183611294874	0.450183611294871	0.450183611294874
28	0.450183611294874	0.450183611294873	0.450183611294874	0.450183611294873	0.450183611294874
29	0.450183611294874	0.450183611294873	0.450183611294874	0.450183611294873	0.450183611294874
30	0.450183611294874	0.450183611294874	0.450183611294874	0.450183611294874	0.450183611294874