1) converse commuting selfmap
反交换映射
1.
Hicks and Rhoades established some common fixed point theorems in symmetric spaces and proved that very general probabilistic structures admit a compatible symmetric The purpose of this paper is to give some common fixed points theorems for converse commuting selfmaps in symmetric spaces without contractive conditions.
通过建立 对称空间中的反交换映射,给出了对称空间中一类非压缩映象的公共不动点定理。
2) commuting maps
交换映射
1.
This paper applies compatible maps in lieu of commuting maps,and uses four functions as opposed to three.
该文用相容映射代替交换映射且使用的为 4个函数。
4) commuting mappings
可交换映射
1.
The existence of common fixed points for commuting mappings in compact metricspaces and complete bounded metric spaces are proved which extend and unify the results ofFisher, Jungck and Leader.
证明了紧度量空间与完备有界度量空间上的可交换映射的公共不动点的存在性，所得的结果推广了Ｆｉｓｈｅｒ［１，２］，Ｌｅａｄｅｒ［３］和Ｊｕｎｇｃｋ［４］的结果。
5) σ-commuting map
σ-可交换映射
6) linear commuting map
线性交换映射
补充资料：反共形映射
反共形映射
anii - confonnal mapping
反共形映射【朋卜伪.伽肋al map杯飞;阳T娜.咖甲-，。“0”印一，]，竿一于夺若形呼妙(conformal map-Ping of the se印n‘1眨nd) 复:平面上一点:。的邻域到复*平一面上点w。邻域一上的连续映射，‘白保持过点20的曲线间的角度但改变其方向.产生反共形映射的函数八:)是反全纯函数(anti一holomorpll，c functlon).亦见共形映射(con-formal maPPing).
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条