1) numerical analysis lgeneral linear methods
数值分析一般线性方法
2) general linear methods
一般线性方法
1.
The stability of general linear methods for a nonlinear multi-delay differential equation;
一类非线性多延迟微分方程一般线性方法的稳定性
2.
It is shown that (k,p,0)-algebraically stable general linear methods,under some restrictions,preserves the analogous stability of the original differential equations.
本文研究一类非线性中立型延迟微分方程一般线性方法的数值稳定性。
3.
This paper is devoted to studying stability of general linear methods for delayed differential equations with a variable delay satisfying Lipschitz condition with the minimum Lipschitz constant L<1,and obtains some nonlinear stability results on general linear interpolation methods.
讨论非线性变延迟微分方程初值问题一般线性方法的稳定性。
3) general linear method
一般线性方法
1.
We can define the different general linear methods under the different choices of internal vector with the same hybrid method , thus , the algebraic stability of hybrid methods is dependent on the choice of internal vector.
同一混合方法，在内向量的不同选取下，定义了不同的一般线性方法，因而它的代数稳定性是与内向量选取有关的。
4) Monte Carlo(a method of numerical analysis
MonteCarlo(一种数值分析方法)
5) general linear differential equation
一般线性微分方程
6) general index scoring method
一般指数计分方法
补充资料：线性代数中的数值方法
线性代数中的数值方法
n linear algebra,numerical methods
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