1) regular solution
正则解
1.
This paper considers a general linear elliptic complex equation of first order in the plane, and proves that the weakly regular solutions must be the regular ones under condition C ′.
考虑复平面上一般一阶线性椭圆型复方程 ,在条件 C′下 ,证明了其弱正则解必为正则解 。
2.
First,this paper introduces the concept of the regular solution and its set.
介绍正则解和正则解集的概念,并在Banach空间上讨论了非线性方程F(μ,λ)=0的逼近问题以及正则解集的存在性与收敛性。
3.
Furthermore,it proves the uniqueness of the regular solutionfor the system.
对一类时变人口系统，用初值和自由项给出了其正则解的先验估计，进而证明了系统的正则解的唯一性。
2) positive solutions (regular solutions)
正解(正则解)
3) weakly regular solution
弱正则解
1.
This paper considers a general linear elliptic complex equation of first order in the plane, and proves that the weakly regular solutions must be the regular ones under condition C ′.
考虑复平面上一般一阶线性椭圆型复方程 ,在条件 C′下 ,证明了其弱正则解必为正则解 。
4) canonical decomposition
正则分解
1.
he basic theory on the canonical decomposition of MT impedance tensor is discussed in this paper.
对大地电磁（ＭＴ）阻抗张量正则分解的基本理论进行了阐述，重建了物理意义明确的参数体系。
2.
A canonical decomposition method for impedance tensor analysis in 3 D medium is put forward to cope with the problems in ordinary analysis of 3 D magnetotelluric impedance tensor.
本文针对大地电磁三维阻抗张量常规分析处理中存在的问题,提出了一种用于三维介质阻抗张量分析的正则分解方法。
5) the set of regular solution
正则解集
6) regularized solutions
正则化解
1.
It was shown that the regularized solutions will blow up if the exact solution is not smooth.
讨论关于不连续函数的数值微分问题,证明其正则化解的二阶导数的范数会出现趋向无穷的现象,并且证明这种趋向无穷的现象发生在不连续点附近。
补充资料：凡事豫则立，不豫则废
1.谓做任何事情，事先谋虑准备就会成功，否则就要失败。
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