Analysis reveals strong convergence to fixed points in a subfamily of non-expansive evolution operators, highlighting new algorithm applications.
In this manuscript, we investigate fixed points for a subfamily of a non-expansive evolution(NeE) family of bounded linear operators on a Hilbert space H. Additionally, we utilize the concept of net and progression algorithm to establish several theorems regarding the strong convergence to a shared fixed point of the aforementioned subfamily. Finally, we furnish an example to bolster our findings.
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Sarwar et al. (2025) studied this question.
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