1) uniform nonsquareness
局部一致非方
1.
In this thesis, some properties about the dual spaces of the Orlicz spaces and the strongly extreme points in the unit sphere and nonsquareness, uniformly nonsquareness and locally uniform nonsquareness of Orlicz spaces equipped with the p-Amemiya norms are studied.
最后,赋p-Amemiya范数的Orlicz空间的非方、一致非方和局部一致非方性。
2) regional homogeneity
局部一致性
1.
Results:Compared with male controls,the male depressed patients showed increased ReHo(regional homogeneity)in right superior frontal gyrus,bilateral middle frontal gyrus,left precuneus,right dorsal anterior cingulate gyrus,le.
结果:男抑郁组较男对照组右额上回、双侧额中回、左楔前叶、右前扣带回背侧、左后扣带回、右海马旁回及右尾状核区域局部一致性增高(K值≥10,P<0。
2.
Objective:Using functional magnetic resonance imaging(fMRI)and regional homogeneity(ReHo)analysis,we explored differences of regional brain spontaneous activity in resting state in chronic depression vs healthy participants.
目的:通过功能磁共振和局部一致性的分析方法研究慢性抑郁症患者静息状态下脑活动特征,以探讨慢性抑郁症病理生理学特征和发病机理。
3.
Objective: To examine the relationship between regional homogeneity(ReHo)and separate symptom clusters of depression.
目的:探讨静息态下抑郁症患者脑局部一致性(regional homogeneity,ReHo)与抑郁症状群的关联。
3) Locally uniformly convex
局部一致凸
1.
Some results are given on uniformly convex, locally uniformly convex.
利用Banach空间中一阶特征函数刻画Banach空间的几何性质,得到关于一致凸、局部一致凸的结果。
4) local consistency
局部一致性
1.
Therefore, two indices of the local consistency and the consistency extent are introduced to me.
对此,提出用局部一致性和一致性程度两个指标来度量区间数判断矩阵的一致性,并建立一个新的权重向量求解模型,针对该模型特点,设计遗传算法求解,对算法参数取值进行了分析,最后通过两个例子说明新方法的有效性。
5) uniformly nonsquare
一致非方
1.
For the sufficient and necessary condition of uniformly nonsquare nature in the reflexive l0M spaces,this paper is a deeper study on the uniformly nonsquare in the Orlicz sequence spaces that the Orlicz function generates under the condition of the known N-function and the Orlicz spaces having uniformly nonsquare nature.
为给出自反的l0M空间具有一致非方性质的一个充分必要条件,在已知N-函数条件下,Orlicz空间具有一致非方性的基础上,进一步研究Orlicz函数生成的Orlicz序列空间的一致非方性。
6) non-uniform meshes
非一致方法
补充资料:局部
一部分;非全体:~麻醉 ㄧ~地区有小阵雨。
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