semi-public space

The scattering of SH-waves by a semi-cylindrical hill and a semi-cylindrical canyon in elastical half-space was studied.

研究了弹性半空间中半圆形凸起与凹陷相连地形对SH波的散射问题。

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The communication-space of residential area is orderly composed of public space, semi-public space, semi-private space and private space, which are gradually infiltrate and infiltrated to each other.

居住区交往空间由公共空间、半公共空间、半私密空间和私密空间四个层次逐步渗透过渡，有序组合。

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As people make an intensive study of SVM in the primal space, various problems meted in application were solved in the primal space, such as the problem of semi-supervised learning.

随着人们在原始空间对支持向量机研究的深入，实际应用中碰到的各种问题也开始在原始空间进行求解，如半监督学习问题等。

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To design the optimal semi-active control rules, the modal space control method, independent modal space control and coupled modal space control, and the linear quadrate optimal theory ( LQR) were applied.

利用独立模态与耦合模态二次优化控制原理，对系统进行了半主动控制律设计。

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The space-time discontinuous finite element method for a semi-linear parabolic integro-differential equation

半线性抛物型积分微分方程的间断时空有限元方法

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Quotient space approachability theory basing on measure spaces is put forward with respect to Quotient Space theory that is one of the main model in Granular Computing, as the same time, a semi-order structure fusion method under the condition of inconsistency information is presented.

对于粒度计算的一个主要模型商空间理论，提出基于可测空间的商空间逼近理论；并给出信息非一致情形下半序结构的融合方法。

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In this paper, Transfer lower semi-continuous correspondence is introduced, Theorem A is extend-ed to the case in which the lower semi-continuous real functions are replaced by Transfer lower semi-continu-ous correspondences, an inequality in ordered space is established.

本文引进了平移下半连续对应，将定理A由下半连续实值函数的情形推广到平移下半连续对应的情形，并在序空间中证明了一个序不等式。

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We always use finite element methods to approximate the space variable in both of schemes. The time variable keeps continuous in the semi-discrete scheme, but we use finite difference method to approximate the time variable in the total discrete scheme.

在两种计算格式中，空间变量均采用有限元方法逼近，在半离散格式中时间变量不离散，在全离散计算格式中，时间变量采用有限差分方法逼近。

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The variation principle in semi-metric space and Application

半度量空间中变分原理及应用

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Based on test results, a computation model is proposed for researching the compaction effects of open-ended pipe piles. This model simulates the pile penetration as the expansions of a series of spherical cavities in semi-infinite space.

基于试验结果，建立了开口管桩挤土效应解析计算模型，将桩体的压入过程模拟为半无限体中一系列球孔的扩张。

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In this paper is considered the long time behavior for Sobolev equation in single space variable. We have constructed semi-discrete and full-discrete pseudospectral approximation and obtained uniform optimal error estimates in time interval 0 ≤ t < ∞.

考虑一维Sobolev方程的大时间问题，构造了它的半离散和全离散拟谱逼近，获得了时间区间0≤t

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