1) Conditionally exactly solvable potential
条件可解势
2) conditions of solvability
可解条件
1.
The solutions and conditions of solvability of double periodic Riemann boundary problem if G *∈L is discusse
解析函数的边值问题是复变函数的重要分支 许多工程技术、力学物理问题可转化为此类问题或奇异积分方程 ,而后者的求解又与这类问题有着密切的联系 ,因此它有广泛的应用价值 本文讨论了当G ∈L时双周期Riemann边值问题的求解方法与可解条
2.
In this paper,the method of solution in the vector format for a kind of dual singular integral equation with two convolution kernels is discussed,and the general explicit solution and the related conditions of solvability are obtained.
本文对文[2]中的含两个卷积核的对偶型奇异积分方程给出了向量形式求解方法,并且给出了一般解的显式及相应的可解条件。
3.
Using the Vekua method of regularization,the theories of Fredholm and integral equation for degenerate kernel,it is given the solutions and conditions of solvability of singular integral equation which F- type operator kernel is degnerate.
用 Vekua正则化方法、Fredholm理论及退化核积分方程理论 ,给出 Fredholm第一型核为退化核的奇异积分方程解和可解条件 ,对 F- 型核为一般连续核和弱奇性核的奇异积分方程也有若干结果 。
3) solvability condition
可解性条件
1.
The solvability condition is propose.
在受弱非线性时变扰动的线性陀螺连续体多尺度分析的框架内提出了一般的可解性条件。
2.
The solvability condition of problem is proved and the explicit solution of the problem is reached.
利用复变函数的方法讨论了Hilbert边值问题的求解方法,在此基础之上讨论了一类单位圆内Hilbert问题的可解性条件,并在可解的条件下求出了其解的表达式。
4) solvability conditions
可解性条件
1.
The solvability conditions of the LQ inverse problem for the multivariable linear time invariant system is studied iwth the polynomial matrix method.
利用多项矩阵方法研究了多变量线性定常系统ＬＱ逆问题的可解性条件，得到了一般情形下的ＬＱ逆问题解的充要条件及其代数描述。
2.
The solvability conditions for the LQ inverse problem of the multi-variable linear time-invariant system are studied with the polynomial matrix approach.
研究了多变量线性定常系统ＬＱ逆问题的可解性条件，得到了一般情形下的ＬＱ逆问题解的充要条件，据此分类、分层次地给出了ＬＱ逆问题解集的代数刻划。
3.
This paper discusses the solvability conditions of the general three-dimensional non-homogeneous partial differential equations,so as to simplify the complicated calculating process.
给出了一般形式的三维非齐次偏微分方程的可解性条件,据此可省去繁琐的计算过程,直接判断其解的存在性。
5) solvable condition
可解性条件
1.
Asymptotic solution for a class of nonlinear coupled system and solvable conditions;
一类非线性对偶系统的渐近解及其可解性条件
6) sufficient and necessary condition for solvability
可解的充要条件
补充资料：村村势势
1.犹言土头土脑。
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