ON SOME FIXED POINT ITERATION PROCEDURES WITH ERRORS FOR QUASI NON EXPANSIVE MAPPINGS

Cite this:
Seema Mehra, A. R. R. C. (2013). ON SOME FIXED POINT ITERATION PROCEDURES WITH ERRORS FOR QUASI NON EXPANSIVE MAPPINGS. Asian Journal of Current Engineering and Maths, 1(3). Retrieved from http://innovativejournal.in/index.php/ajcem/article/view/63
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Abstract

J. O Olaleru and A. A. Mogbademu [10] considered the stability of Mann, Ishikawa and Kirk iteration procedures with errors and showed that they are almost stable with respect to some classes of quasi-contractive maps. They stated that it is an open problem to show that their theorems can be proved for T- stability instead of almost T-stability for the iteration processes with errors. The aim of the paper is to address the open problem in the paper [10].

 

Mathematics Subject Classification: 47H10, 54H25

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