Author/Authors
maldar, samet aksaray üniversitesi - fen-edebiyat fakültesi - matematik bölümü, AKSARAY, turkey
Title Of Article
An Examination of Data Dependence For Jungck-Type Iteration Method
شماره ركورد
44927
Abstract
Iteration methods are an important field of study in fixed point theory and have an extensive literature. Different types of iteration methods were defined in many spaces by researchers, and the results such as convergence, rate of convergence, stability and data dependence of these methods were examined. In this study, a new iteration method of Jungck Type was defined and the convergence of this method for a certain mapping class was investigated. Then, using this mapping class for this iteration method, the results of stability and data dependence were obtained. Additionally, the rate of convergence of the newly defined iteration method with Jungck CR iteration method was compared under suitable conditions and an example supporting this result was given.
From Page
374
NaturalLanguageKeyword
Iteration Method , Convergence , Data Dependence , Stability
JournalTitle
Erciyes University Journal Of The Institute Of Science and Technology
To Page
384
JournalTitle
Erciyes University Journal Of The Institute Of Science and Technology
Link To Document