Prasit Cholamjiak, Suparat Baiya
Abstract
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In this work, we study convergence theorem, convergence rate and convergence speed of a new three-step iterative scheme for continuous functions on an arbitrary interval. We also give numerical examples for comparing with iterations of Mann, Ishikawa, Noor and Kadioglu-Yildirim.
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In this work, we study convergence theorem, convergence rate and convergence speed of a new three-step iterative scheme for continuous functions on an arbitrary interval. We also give numerical examples for comparing with iterations of Mann, Ishikawa, Noor and Kadioglu-Yildirim.
Key concepts: Mathematics, Compact convergence, Convergence (economics), Normal convergence, Rate of convergence, Convergence tests, Dominated convergence theorem, Modes of convergence (annotated index)