1) weakly very smooth
弱非常光滑
1.
We get these main resuits:we get some results about K-strongly smooth,weakly very smooth,CL-KR.
在光滑空间性质讨论基础上 ,本文证明了如下一些结果 :讨论了K—光滑 ,K—强光滑 ,弱非常光滑这三个空间一些关系 ,还给出了弱非常光滑 ,亚 (M )性质 ,CL ,KR ,WCLR空间一些结果。
2) very smoothness
非常光滑
1.
The relations among these uniform convexity and uniform smoothness, very smoothness, uniform extreme smoothness and extreme smoothness are studed.
讨论了这些凸性与一致光滑、非常光滑、一致极光滑、很极光滑等光滑性之间的关系。
2.
This paper studies the relations among the average uniform convexity, average local uniform convexity, average weak local uniform convexity, uniform smoothness, very smoothness, uniform extreme smoothness and extreme smoothness.
给出了Banach空间的平均一致凸、平均局部一致凸、平均弱局部一致凸等凸性与一致光滑、非常光滑、一致极光滑、很极光滑等光滑性之间的的关系。
3) k-very smooth
k-非常光滑
1.
The generalized notions of k-very convex,k-very smooth and(weakly) midpoint locally k-uniformly smooth are introduced respectively,and the relationship between them and the other kconvex(k-smooth) are discussed.
引入推广的Banach空间的k-非常凸、k-非常光滑、(弱)中点局部k-一致光滑性的概念,讨论了它们与其它k-凸性(k-光滑性)之间的关系,证明k-非常凸性和k-非常光滑性具有对偶性质,(弱)中点局部k-一致光滑性与(弱)中点局部k-一致凸性具有对偶性质。
4) ω very smooth
ω非常光滑
5) very smooth space
非常光滑空间
6) k-very smooth spaces
k-非常光滑空间
1.
A new characteristic of k-very smooth spaces is obtained by using the local reflexive theorem:X is k-very smooth spaces if and only if dimSx=rk and x^ is the r-smooth point of X for any x∈S(X).
利用局部自反原理,获得k-非常光滑空间的一个新特征:X是k-非常光滑空间当且仅当对x∈S(X),有dimSx=rk且^x是X**的r-光滑点。
补充资料：弱弱联合
弱弱联合是指两个总体实力都不强但都拥有自己独特的某方面优势的企业之间进行联合，以形成较强的实力。弱弱联合，弱企业之间优势互补，可以形成整体实力变强的效应。
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