湖北师范学院学报(自然科学版)
湖北師範學院學報(自然科學版)
호북사범학원학보(자연과학판)
JOURNAL OF HUBEI NORMAL UNIVERSITY(NATURAL SCIENCE)
2014年
2期
40-45
,共6页
广义c距离%G锥度量空间%不动点问题
廣義c距離%G錐度量空間%不動點問題
엄의c거리%G추도량공간%불동점문제
generalized c-distance%G-cone metric spaces%fixed point theorems
推广了Cho Yeol Je , Saadati Reza和Wang Shenghua 的结果,引入了广义c距离的概念,并将广义c距离运用到G锥度量空间中来解决相关不动点问题。去掉了算子的连续性,锥的正规性等一系列附加条件,与以往传统方法相比,更具技巧性。
推廣瞭Cho Yeol Je , Saadati Reza和Wang Shenghua 的結果,引入瞭廣義c距離的概唸,併將廣義c距離運用到G錐度量空間中來解決相關不動點問題。去掉瞭算子的連續性,錐的正規性等一繫列附加條件,與以往傳統方法相比,更具技巧性。
추엄료Cho Yeol Je , Saadati Reza화Wang Shenghua 적결과,인입료엄의c거리적개념,병장엄의c거리운용도G추도량공간중래해결상관불동점문제。거도료산자적련속성,추적정규성등일계렬부가조건,여이왕전통방법상비,경구기교성。
In this paper , we generalize the main results which are shown by Yeol Je Cho , Reza Saadati and Shenghua Wang , and present the concept of generalized c-distance.Subsequently, we will apply it into G-cone metric spaces to solve the rel-evant fixed point theorems , in the process, we omit the continuity of operators , normality of cone and so on .Compared to pre-vious one, our method may be more perfect to a large extent .