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We obtain two convergence theorems of such iterative scheme for approximating a common fixed point, which is a unique solutions of the variational inequality.
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Obviously, is a unique solution of the problem (3.1).
Then there is a unique solution of (1.2) with (1.8).
Then there exists a unique solution of problem (1.11), (2.1).
Hence, there exists a unique solution of (3.5) on J. □.
where is a unique solution of the variational inequality (3.4).
Consequently, there exists a unique solution of equation (19).
That is, is a unique solution of (2.14).
This gives a unique solution of (1.2) for which (3.44).
Hence, there exists a unique solution of (1.1).
Hence, u is a unique solution of (32 - 33 32 - 33
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