Weak (F, G)-contractions and some fixed point results in complete metric spaces
该文在度量空间上定义了一种新的弱(F, G)-压缩映射，推广了已有压缩类型，并在完备度量空间中证明了不动点的存在性与唯一性，附有示例说明。
Abstract In this paper, we introduce a new type of contraction mapping, called weak ( F , G )-contraction, defined on a metric space, that expands some of the contractions studied in the literature, and we establish some fixed point results in complete metric spaces, which generalize and improve several of the known theorems. Moreover, an example has been constructed to illustrate this new contraction-type function, as well as the existence and uniqueness of its fixed point.