Fixed Point Theory in Metric Type Spaces by Ravi P. Agarwal, Erdal Karapinar, Donal O'Regan, Antonio Francisco Roldan-Lopez-de-Hierro

Fixed Point Theory in Metric Type Spaces Ravi P. Agarwal, Erdal Karapinar, Donal O'Regan, Antonio Francisco Roldan-Lopez-de-Hierro ebook
Page: 385
ISBN: 9783319240800
Publisher: Springer International Publishing
Format: pdf

We introduce the concept of a quasi-pseudometric type space and prove some fixed point theorems. Abstract In this paper, we introduce the concept of rt-distance on a Menger probabilistic metric type space. Abstract: In this paper by using of Suzuki contraction , we prove a fixed point theorem in the set up of fuzzy metric spaces. Several fixed point and common fixed point theorems are obtained in the Some fixed point results were obtained in metric-type spaces in the papers 7–10 . We prove some common fixed point theorems of mappings on cone metric-type spaces in which the cone does not need to be normal. Common fixed points theorems for occasionally weakly compatible pairs on cone metric type spaces. 71:5313-5317, 2009) are extended to the case of metric type spaces and cone Suzuki proved also the following version of Edelstein's fixed point theorem. Kanur,Vijayawada-7, A.P, India4. ABSTRACT In this article, we discuss some fixed point theorems in metric type spaces. Keywords: Ordered metric space, b-metric space, fixed point. Hacettepe University Bulletin of Natural Sciences and Engineering Series B: Mathematics and Statistics (Impact Factor: 0.41). The purpose of this article is to generalize common fixed point theorems under contractive condition of Ćirić's type on a cone metric type space. Several fixed point and common fixed point theorems are obtained in the setting of metric-type spaces introduced by M. ABSTRACT A common fixed point theorem is established for a pair of self- mappings of a complete cone metric space. Then we prove several fixed and periodic point theorems in cone metric type spaces. Type theorem in the frame of b−metric space.