高师理科学刊2025，Vol.45Issue(11)：1-6,6.DOI:10.3969/j.issn.1007-9831.2025.11.001
b-距离空间中推广的Suzuki型Bogin不动点定理
Generalized Suzuki-type Bogin fixed point theorems inb-metric spaces
摘要
Abstract
Strong b-metric spaces and b-metric spaces are more general spatial framework than metric spaces,Suzuki-type fixed point theorem and Bogin fixed point theorem are both important generalizations of Banach contraction mapping principle.In strong b-metric spaces and b-metric spaces,two types of Suzuki-type Bogin fixed point theorems are established.These results are generalizations of Suzuki-type Bogin fixed point theorem in metric spaces.关键词
b-距离空间/强b-距离空间/Suzuki型压缩/Bogin不动点定理Key words
strong b-metric space/b-metric space/Suzuki-type contraction/Bogin fixed point theorem分类
数理科学引用本文复制引用
安凯锋,贺飞,林雨繁..b-距离空间中推广的Suzuki型Bogin不动点定理[J].高师理科学刊,2025,45(11):1-6,6.基金项目
国家自然科学基金项目(12061050) （12061050）
