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The iterative algorithm [[8], Theorem 5.7] is extended for developing our Mann's type extragradient algorithm in Theorem 3.1.
The iterative algorithm [[7], Theorem 5.7] is extended for developing our relaxed extragradient algorithm with regularization in Theorem 3.1.
Remark 3.4 Theorem 3.1 improves and extends [[7], Theorem 5.7] in the following aspects: (a) The iterative algorithm [[7], Theorem 5.7] is extended for developing our relaxed extragradient algorithm with regularization in Theorem 3.1.
The corresponding iterative algorithms in [15], Theorem 3.6 and [23], Theorem 3.2 are extended for developing our Ishikawa-type extra-gradient iterative algorithm involved in pseudo-contractive mappings with Lipschitz assumption in Theorem 3.1.
The corresponding iterative algorithms in [15], Theorem 3.6 and [23], Theorem 3.2 are extended for developing our Mann-type extra-gradient iterative algorithm involved in pseudo-contractive mappings without Lipschitz assumption in Theorem 4.1.
Then the sequence { x n } converges weakly to an element x ˆ ∈ Fix ( T ) ∩ Γ. Remark 3.4 Theorem 3.1 improves and extends [[8], Theorem 5.7] in the following respects: (a) The iterative algorithm [[8], Theorem 5.7] is extended for developing our Mann's type extragradient algorithm in Theorem 3.1.
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CEO of Professional Science Editing for Scientists @ prosciediting.com