1) boundary axioms
边界公理
1.
This paper demonstrates what boundary axioms are and the condition under which boundary axioms equal the axioms of open sets.
首先给出边界公理的定义,然后证明边界公理与开集公理的条件等价。
2) public boundary
公共边界
3) Corporate Boundaries
公司边界
1.
Post-merger Performance and Corporate Boundaries: A Transaction Cost’s Perspective;
公司并购绩效与公司边界:交易费用的视角
4) boundary treatment
边界处理
1.
The boundary treatment of the fourth-order compact finite difference scheme for the incompressible Navier-Stokes equations;
关于不可压流体Navier-Stokes方程的四阶精度有限差分紧致格式的边界处理
2.
A new method of boundary treatment in finite difference method;
有限差分法的一种边界处理方法
3.
The basic theory of LBM is analyzed in detail,the new methods for curved boundary treatment are introduced.
详细分析了LBM的基本理论,系统介绍了曲线固体边界处理的新方法。
5) Ideal boundary
理想边界
1.
An ideal boundary, which stands for the limit condition of real feature under meeting design demands, can be formed by suitable dimensional and geometrical tolerances.
理想边界是由尺寸公差和形位公差综合形成的 ,它代表实际要素在满足设计要求条件下的极限状态 。
2.
On ideal boundary condition, a necessary and sufficient condition for conformal equivalence of an open Riemman surface and its smooth covering surface are given in this paper.
给出了理想边界条件下开Riemman曲面与其光滑覆盖曲面为共形同胚映照的充要条件,并将其推广应用。
6) border processing
边界处理
1.
For the problem of large amount of GIS map data,the algorithm of data compression by multi-resolution analysis and border processing is presented.
针对地理信息系统地图数据量大的问题,提出了多分辨分析数据压缩和边界处理方法。
2.
With comparison and analysis in the selection of four typical wavelet bases in practical application,this paper discussed such selection when we adopt Multi-Resolution Analysis to do the wavelet based image compression and the influence of the border processing on the selection.
通过实际应用中对四种典型的小波基的选择进行的比较分析 ,讨论了在用多尺度分析算法进行的小波图像压缩时小波基的选取以及边界处理对选择小波基的影响。
3.
On the base of Mallet algorithm for wavelet transform, this paper provides a method for border processing of vector relief data condensation based on spline wavelet transform according to the properties of wavelet filters, And the experiments were given.
在离散小波变换的快速Mallat算法基础上 ,根据小波滤波器的特点 ,提出了一种基于B样条小波变换的矢量数据压缩的边界处理的方法 ,该方法经实验可以保证压缩后的数据能如实的反映原数据的特性和规律
补充资料:公理化方法(见公理化和形式化)
公理化方法(见公理化和形式化)
axiomatical method
gongllbuafangfa公理化方法化和形式化。(axiomatieal method)见公理
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