A simple proof for Kazmi et al.'s iterative scheme
Ebrahim Soori, Ravi P. Agarwal
TL;DR
This paper provides a straightforward proof for the existence of Kazmi et al.'s iterative scheme, utilizing two Hilbert spaces, simplifying the understanding of their method.
Contribution
It introduces a simplified proof for Kazmi et al.'s iterative scheme, enhancing theoretical clarity and understanding.
Findings
Proof simplifies understanding of the iterative scheme
Utilizes two Hilbert spaces for the proof
Strengthens theoretical foundation of the method
Abstract
In this paper, a simple proof for the existence iterative scheme by using two Hilbert spaces due to Kazmi et al. [K. R. Kazmi, R. Ali, M. Furkan, Hybrid iterative method for split monotone \ldots, Numer Algor, 2017] is provided.
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