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Then using the hybrid method and the shrinking projection method in mathematical programming, we prove strong convergence theorems for finding a solution of the split common null point problem in Banach spaces.
Moreover, we also suggest a Mann-type extra-gradient iterative algorithm for finding a solution of the split feasibility and fixed point problems involved in pseudo-contractive mappings without Lipschitz assumption.
We propose an Ishikawa-type extra-gradient iterative algorithm for finding a solution of the split feasibility and fixed point problems involved in pseudo-contractive mappings with Lipschitz assumption.
Then using the hybrid method and the shrinking projection method in mathematical programming, we prove two strong convergence theorems for finding a solution of the split common null point problem in Banach spaces.
In this section, using the hybrid method in mathematical programming, we first prove a strong convergence theorem for finding a solution of the split common null point problem in Banach spaces.
Very recently, using the hybrid method by Nakajo and Takahashi [9] in mathematical programming, Alsulami et al. [10] prove strong convergence theorems for finding a solution of the split feasibility problem in Banach spaces; see also [11, 12].
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Therefore, finding a solution to the split feasibility problem (1.1) is equivalent to finding the minimum-norm fixed point of the mapping x ↦ P K ( x − γ A ∗ ( I − P D ) A x ).
An Asbo excludes troublemakers instead of finding a solution that turns the troublemaker into a useful member of society.
"Part of finding a solution is exposing the problem".
He said he had talked to the United States, Germany, France, Algeria and Niger in hopes of finding a solution.
The human cost of not finding a solution would be astronomical.
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