论文标题
$（ϕ，f）的新固定点定理 - 矩形b-inetric空间上的$收缩
New fixed point theorems for $(ϕ, F)-$contraction on rectangular b-metric spaces
论文作者
论文摘要
Banach收缩原则是最著名的固定点定理，它已在各个方向上被概括。 在本文中，受沃德夫斯基（Wardowski）介绍的$（ϕ，f）的概念的启发。 我们提出$（ϕ，f）的概念 - $ b- $矩形度量空间中的$收缩，以研究该空间中映射的固定点的存在和唯一性。我们的结果改善了许多现有结果。
The Banach contraction principle is the most celebrated fixed point theorem, it has been generalized in various directions. In this paper, inspired by the concept of $(ϕ, F)-$contraction in metric spaces, introduced by Wardowski. We present the notion of $(ϕ, F)-$contraction in $b-$rectangular metric spaces to study the existence and uniqueness of fixed point for the mappings in this spaces. Our results improve many existing results.
