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In this article, following Bizare and Amriteimoori  and B. Parsad and R. Sahni , we modify Ishikawa, Agarwal et al., Noor, SP iterative schemes and compare the rate of convergence of Ishikawa, Agarwal et al., Noor, SP and new modified Ishikawa, Agarwal et al., Noor, SP iterative schemes not only for particular fixed value of an,bn,rn but also for varying the value of an,bn,rn. With the help of two numerical examples, we compare the converging step.
The Banach frame for a Banach space X can reconstruct each vector in X by the pre-frame operator or the
reconstruction operator. The Banach Λ-frame for operator spaces was introduced
by Kaushik, Vashisht and Khattar [Reconstruction Property and Frames in Banach Spaces, Palestine Journal of Mathematics, 3(1), 2014, 11-26]. In this paper we
give necessary and sufficient conditions for the existence of the Banach Λ-frames.
A Paley-Wiener type stability theorem for Λ-Banach frames is discussed.