1) shrinking intervals
收缩定义域
1.
In this paper, we discuss the Sturm-Liouville problems on the shrinking intervals.
本文主要考虑收缩定义域上Sturm-Liouville问题。
2) region shrinkage
区域收缩
1.
This paper proposed a license plate locating method based on section and region shrinkage thinking.
本文提出了一种基于分块和区域收缩思想的车牌定位方法。
3) frequency shrinkage
频域收缩
1.
As to the ill-conditioned problem of noisy and degraded image restoration,we propose a new algorithm which combines frequency shrinkage and Quincunx wavelet transform.
针对含噪退化图像复原问题,提出了基于频域收缩的Qu incunx小波变换复原算法。
4) law of contraction
收缩定律
5) contractional deformation domain
收缩变形域
1.
Studies of deformation structure in the eastern segment of the Altun fault zone indicate that it can be divided into the ductile sinistral strike-slip domain with subhorizontal stretching lineations (SS domain) and the contractional deformation domain with steeply plunging stretching lineations (PS).
变形构造研究显示阿尔金断裂带东段可划分成具有近水平拉伸线理的韧性左行走滑变形域(SS)和具有陡角度倾伏拉伸线理的收缩变形域(PS)。
6) neighborhood retract
邻域收缩核
1.
On the Relation between neighborhood retracts and Approximative Neighborhood Retracts;
邻域收缩核和可逼近邻域收缩核的关系
补充资料：定义域
定义域
domam of definition
定义域冲翔.加of山』川自阅;06月aeT‘onp切即e.，:]，函数的 一个集合，所考虑的函数是在这个集合上给出的;即一切元素x的集合X，函数f使每个x‘X对应于另一个集合Y的元素y.因此，如果f:x~y，则X称为函数f的定义域.J’I.八.Ky月p朋日eB撰【补注】如果X表示f的定义域，则f的值的集合即f(x)，称为f的值域(m飞eof明目比留). 张鸿林译
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