1) ε-approximate Jordan mapping
ε-近似Jordan映射
1.
Based on the conceptions of Jordan mapping,ε-approximate Jordan mapping,strong ε-Jordan mapping,ε-near Jordan mapping,the definition of superstability of ε-approximate Jordan mapping is given.
基于ε-同态,Jordan映射,ε-近似Jordan映射,强ε-近似Jordan映射,ε-准Jordan映射的概念,给出了ε-近似Jordan映射超稳定性的定义。
2) ε-approximately orthogonality preserving mapping
ε-近似保正交映射
3) (δ,ε)-approximately orthogonality preserving mapping
(δ,ε)-近似保正交映射
4) Jordan maps
Jordan映射
1.
This thesis is devoted to studying Jordan maps of triangular Banach algebras.
本文研究三角Banach代数上的Jordan映射。
2.
Recently many people have investigated the structure of Jordan maps and Jordan ideals in operator algebras vastly.
算子代数上面的Jordan映射和算子代数的Jordan理想的结构近年来一直是被研究的热点。
5) η-proximal mapping
η-近似映射
6) J-proximal mapping
J-近似映射
1.
In this paper, a new concept of a J-proximal mapping of a proper sub-dif-ferentiable functional (which may not be convex) on Banach spaces is introduced.
在Banach空间上引入恰当次可微泛函(可以不是凸的)的J-近似映射的新概念。
补充资料:保正
1.一保之长。
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