1) (weakly) midpoint locally uniformly smooth
性质(S)
1.
we give the notions of(weakly) midpoint locally uniformly smooth for dual(X,P),disscuss the relationship between them and other smoothness,the notions of property(WS) and(S) are introduced,several equivalent theorems and property are obtained,corresponding notions and results in Banach space is generalized.
给出偶对(X,P)为(弱)中点局部一致光滑的概念,讨论了它们与其它光滑性之间的关系,此外,还引入性质(WS)、性质(S)的概念,给出几个光滑性的等价性定理,得到了若干等价性,从而推广了Banach空间相应概念和结果。
2) (S) property
(S)性质
3) TR(S) property
TR(S)性质
4) the S-KKM property
S-KKM性质
5) λ-s property
λ-s性质
1.
We mainly consider the λ-s property in Orlicz spaces,we can get that for any Orlicz function M,the Orlicz space L_M generated by the Orlicz function M has the λ-s property.
考虑Orlicz空间中的λ-s性质,可以得到对任意的O rlicz函数M,它所生成的O rlicz空间LM都具有λ-s性质。
6) (S-K) property
(S-K)性质
补充资料：性质
事物本身所具有的与他事物不同的特征：问题的性质｜社论带有指导性质的。
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