fixed point of a new three-step iteration algorithm under contractive-like operators over normed spaces

fixed point of a new three-step iteration algorithm under contractive-like operators over normed spaces

;Vatan Karakaya;Kadri Doğan;Faik Gürsoy;Müzeyyen Ertürk
science and technology of advanced materials 2013 Vol. 2013 pp. -
84
karakaya2013abstractfixed

Abstract

We introduce a new three-step iteration scheme and prove that this new iteration scheme is convergent to fixed points of contractive-like operators. Also, by providing an example, we show that our new iteration method is faster than another iteration method due to Suantai (2005). Furthermore, it is shown that this new iteration method is equivalent to some other iteration methods in the sense of convergence. Finally, it is proved that this new iteration method is T-stable.

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135554
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10.1155/2013/560258
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