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Projection algorithms are considered for the mapping.
These schemes are the well-known Gradient Projection Algorithms.
In this article we introduce two simultaneous projection algorithms and two semi-alternating projection algorithms to solve the SEP.
The algorithms (3.12), (3.13), and (3.15) of Xu [13] are some projection algorithms for solving the MSSEP (1.10), which are concrete projection algorithms.
CGP algorithms or gradient projection algorithms have been used for covariance optimization in other similar circumstances.
In Section 3, two classes of projection algorithms are provided and their weak convergence is analyzed.
The projection algorithms for solving the constrained multiple-sets split feasibility problem are presented.
Different projection algorithms have been adopted from the mesh projection techniques found in the field of computer graphics.
In this article, we first introduce two simultaneous projection algorithms for solving the split equality problem by using a new choice of the stepsize, and then propose two semi-alternating projection algorithms.
We also present two alternating projection algorithms, in which we take an alternating technique in the first step.
end{aligned} (3) According to the analysis of other projection algorithms, we need the following linear independence assumption.
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