Some fixed point results involving a general LW-type cyclic mapping in complete b-metric-like spaces

S. Q. Weng

Volume 8, Issue 3 , September 2019, , Pages 262-273

https://doi.org/10.22105/riej.2019.195844.1093

Abstract
  In recent years, the research of the fixed point theorem is a hot topic all the time. In this paper, we propose the notion of new mapping, that is, a general LW-type cyclic mapping, in a complete b-metric-like spaces. Then, we obtain the existence and uniqueness theorem of its fixed point. Moreover, ...  Read More

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Fixed point theorems of LW-type Lipschitz cyclic mappings in complete B-metric-like spaces

Sh. Weng; Y. Zhang; D. P. Wu

Volume 7, Issue 2 , September 2018, , Pages 136-146

https://doi.org/10.22105/riej.2018.143285.1051

Abstract
  The research of Fixed Point Theorems (FPTs) plays an important role in nonlinear analysis. It is of great theoretical significance and profound application value to study general abstract theory in a B-Metric-Like Space (BMLS). So, it is an important topic to study the Fixed Point Theory (FPT) in a BMLS. ...  Read More