查询词典 space-suit

After the sound enters the movie the space and time structure, strengthened in the lens space and time relations, has enriched in the lens spatial level and the implication, simultaneously has also enriched between the lens and the lens space and time relations.

声音进入电影的时空结构后，加强了镜头内的时空关系，丰富了镜头内的空间层次和涵义，同时也丰富了镜头与镜头之间的时空关系。

This paper,interpreting the film"Hole"which is directed by Ming-liang Tsai through the perspective of an architect,observes the narration of material and the space under the both perspectives of physical space and lens space .

通过建筑师的视角对蔡明亮导演的电影《洞》进行解读，以实体空间和镜头空间的双重视角观察影片中物和空间的叙事。

ABSTRACT This paper, interpreting the film "Hole" which is directed by Ming-liang Tsai through the perspective of an architect, observes the narration of material and the space under the both perspectives of physical space and lens space.

摘 要 通过建筑师的视角对蔡明亮导演的电影《洞》进行解读，以实体空间和镜头空间的双重视角观察影片中物和空间的叙事。

This can be similar to the use of Lenz's law to solutions of space-time than the release, when the objects move in time and space, the space-time market will hinder movement of objects inside.

这可以类似的运用楞次时空定律来解比释，当物体在时空中移动时，时空场会阻碍物体在里面运动。

If must carry on richly to a plane space, causes this plane space interest abundant, has worth looking, then increases this plane space the level is a very good method.

如果要对一个平面空间进行丰富，使这个平面空间趣味盎然，具有耐看性，那么增加该平面空间的层次是一个非常好的方法。

As a application, we obtain that if ρ=t〓(0≤α＜1) then the dual space of J〓 is the Lipschitz space Lip (0＜α＜1) or the Bloch space B (α=0). Secondly, the Bloch type spaces of holomorphic functions on the unit ball are considered.

在一定的条件下，给出了这些函数空间的对偶关系和对偶空间的刻画。

Moreover, it is obtained that, if X is a core compact and locally connected space, then the Isbell and Scott topologies agree on functions space for all continuous L-Domain L with a least element if and only if X is an RW-space.

而且还证明了，若X是核紧的局部连通空间，则对所有有最小元的连续L-DomainL，上的Isbell拓扑和Scott拓扑相同当且仅当X是RW-空间。

Field data of pedestrian flow was collected in Chinese comprehensive passenger transport terminal—Xizhimen underground station using video recording, and then selected and analyzed by statistic analysis software SPSS. Parameters relation models for pedestrian flow on different terminal facilities were established based on data statistics. The results show that the pedestrian flow-density relation model is quadratic equation in corridor; the flow-space relation model is quadratic equation when space is below a certain value and is logarithmic equation when space is above the value; the speed-density relation model is linear equation. The models on stairs show the similar characteristics, but the eigenvalue is different.

对国内综合交通客运枢纽——北京西直门地铁站行人流数据进行视频采集，采用统计分析软件SPSS对行人流参数数据进行筛选及拟合分析，建立了不同设施的行人流参数关系曲线及函数模型，研究结果表明，水平通道处行人流量与密度呈二次函数关系、流量与空间在某一临界点两侧分别呈二次函数及对数函数关系、速度与密度呈线性关系，楼梯处与之相似但特征点数值存在差异。

First,we consider the lower semicontinuity property fora functional with linear growth in LDΩthe second, in the SBD space,we discussthe lower semicontinuity of an integral functional that the integrand is a Carathéodoryfunction and that satisfies a symmetric quasi-convex assumption, by the compactnesstheorem of the SBD space,blow-up method and Morrey theorem,prove that integral functional is lower semicontinuous with respect to L~1- convergence;then by using theone-dimentional sections method and the structure theorem of the BD functions, dis-cuss the lower semicontinuity of the integral functional in the whole BD space.

首先我们考虑LD空间满足线性增长的积分泛函的下半连续性；其次在SBD函数空间讨论了被积函数为Carathéodory函数时的积分泛函在满足对称拟凸条件时的下半连续性，主要利用SBD函数空间的紧性定理和blow-up方法以及Morrey定理等给出了积分泛函关于L~1-强收敛的下半连续性；然后利用BD函数的一维截断方法和结构定理，讨论了在BD全空间上的积分泛函的下半连续性。

Network so that citizens have a new space, the space mapping of reality, but the reality of space more than a citizen.

网络使公民掌握了一个新的空间，这个空间映射着现实，但远比现实的空间更加属于公民。

Singer Leona Lewis and former Led Zeppelin guitarist Jimmy Page emerged as the bus transformed into a grass-covered carnival float, and the pair combined for a rendition of "Whole Lotta Love".

歌手leona刘易斯和前率领的飞艇的吉他手吉米页出现巴士转化为基层所涵盖的嘉年华花车，和一双合并为一移交&整个lotta爱&。

This is Kate, and that's Erin.

这是凯特，那个是爱朗。