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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 method also allow us to select the most efficient way from the bulk optical systems and available recoding methods, i.e., identifying the space bandwidth product of the input signal, the minimum size of lens apertures, the sample space and total sample number of CCD and spatial light modulator, the need of magnification before the signal passes through a SLM or when the signal reaches the camera.

通过该方法可以确定合适的加密系统和光学器件,例如输入信号的空间带宽积、变换透镜的最小孔径、空间光调制器的分辨率和像素大小、CCD的分辨率和像素大小以及入射到空间光调制器和CCD靶面上光场所需的放大倍数。

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。

A grand staircase, or tiered seating, ensures a fluid connection between the base plane with level above, while offering a congregational space.

一个巨大的楼梯,排列整齐的作为,保证了底层空间与上层空间的相互连接和流通,同时提供了一个公众空间

Note: If there is too little space on a line for the floating element, it will jump down on the next line, and continue until a line has enough space.

注意:如果在一行空间上的浮动元素过多,超出了空间的容纳范围,它就会自动跳到下一行中,直到一行有足够的空间容纳它。

This method uses the kernel function to map the nonlinear space into a linear high dimension space.

该方法使用核函数完成非线性空间到高维线性空间的映射,避免了高维空间中的数据处理和非线性映射函数的使用。

It is shown that an exponentially bounded integrated bisemigroups can be considered as the integration of a strongly continuous bisemigroup of bounded linear operators in some subspace of a Banach space with stronger norm topology,and also as the restriction of a strongly continuous bisemigroup of bounded linear operators in a bigger space with weaker norm topology.

证明了Banach空间x上的指数有界积分双半群可以作为x的某个子空间上具有较强范数拓扑下的有界线性算子强连续双半群的积分,同时也可作为较大空间上具有较弱范数拓扑下的有界线性算子强连续双半群积分的限制。

The main aim of this thesis is to study the properties of the maps for Heisenberg group target, which include Lipschitz and Holder continuity, L~#,H~(n , W~(1,p)#,H~(n , BMO and John-Nirenberg estimates, embedded theorems, Poincare inequalities and reverse Poincare inequalities, the regul-arities about the minimizers.

本文的主要目的是系统研究靶流形为Heisenberg群的函数及其空间的性质,其中包括Lipschitz及Hlder连续性、空间L~p及W~(1,p)的性质、空间BMO的性质及其上的John-Nirenberg估计、嵌入定理、Poincare不等式和逆Poincare不等式、能量极小映射的存在性、正则性及用调和函数逼近能量极小映射等问题。

In general L_p spaces,one can characterize the smoothness of refinement function with Lipschitz space. In particular, one can characterize the smoothness of refinement function in Sobolev spaces.

对于一般的L_p空间,在细分方程收敛的前提下,对细分函数光滑性的刻画用一般的Lipschitz空间即可;特别地,当p=2时,可以在Sobolev空间中去刻画其光滑性。

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