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Exact(19)
By virtue of condition, there exists an such that (2.17).
By virtue of condition (3C) we have (L lambda) < 1).
By virtue of condition (1.4), (lim_{trightarrowinfty}{z(t)}=-infty).
By virtue of condition (H ) and Lemma 2.5, (3.15).
And this, by virtue of condition (2), follows from the results given in [14].
So by virtue of condition (3.28) the contraction principle gives that there exists such that (3.34).
Similar(41)
Hence, Further, by virtue of conditions (iii), (iv) and the last estimate, we obtain.
end{aligned} By virtue of conditions (ii), (iv), (v), we derive from (3.10) that lim_{nrightarrowinfty}|Tx_{n}-Tp|=0.
By virtue of conditions (iv), (v), we derive from (3.10) that lim_{nrightarrowinfty}|W_{n}z_{n}-x_{n} |=0.
end{aligned} By virtue of conditions (iii), (iv), (v), we derive from (3.10) that lim_{nrightarrowinfty}|By_{n}-Bp|=0.
By virtue of conditions (i - iv), the transformati - ivf S form a group GS in the precise sense transformationshas in algebra.
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