general linear differential equation 一般线性微分方程 general linear transformation 一般线性变换 general linear hypothesis 一般线性假设 general linear group 一般线性群 相似单词 Li n. 李; LI =Level Indicator 液面指示器 li abbr. 1.=line item空军拨发品 2.=longitudinal interval 纵向间隔 n. ...
general model 一般模型 general linear hypothesis 一般线性假设 general linear Li algebra 一般线性李代数 general linear group 一般线性群 projective general linear group 一般射影线性群 general linear differential equation 一般线性微分方程 general linear transformation 一般线性变换 相似...
Gap Diffie-Hellman Assumption 间隙Diffie-Hellman假设 Gap Diffie-Hellman Group 间隙Diffie-Hellman群 Garbled Circuit 加密电路 Gate-by-Gate 逐门 Gateway 网关 Gauss' Lemma 高斯引理 Gauss Sum 高斯和 Gaussian Distribution 高斯分布 Gaussian Divisibility Lemma 高斯整除引理 Gaussian Integer 高斯整数 Gaussian Integ...
ODE2013_06_General_Linear_ODEs_v00 6General Linear Ordinary Differential Equations Chapter 4 dealt with 2nd order ODEs. We now extend our study to linear equations of any order. They have the form P n (x )y (n )(x )+P n −1(x )y (n −1)(x )+P 2(x )y (2)(x )+P...
(c) Assume WOLOG that $a\not=0$. Then $ad-bc=0$ $\Rightarrow$ $d=\frac{cb}{a}$. Thus if we multiply the first equation by $\frac ca$ we get the second equation. Thus the two equations are redundant and we can just consider the first one $a x_1+bx_2=0$. Then any so...
314.32積分方程Integral equation 314.36積分不等式Integral inequality 314.5函數Functions 314.51實變函數Functions of realvariables 314.511單實變函數Functions ofone real variables 314.512多實變函數Functions ofseveral real variables 314.52等函數Equal functions
Galois established that a polynomial equation is “solvable by radicals” if and only if its Galois group is a finite solvable group, extending the result of Abel mentioned in Section I. Sylow proved that a finite group of prime-power cardinality is necessarily a solvable group. One of the ...
general linear matrix equationLyapunov equationgreedy low-rankgeneralized Lyapunov equationGalerkin projectionSummary This work is concerned with the numerical solution of large-scale linear matrix equations . The most straightforward approach computes from the solution of an m n 脳 m n linear system, ...
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generalized Lyapunov equationGalerkin projectionThis work is concerned with the numerical solution of large‐scale linear matrix equations A1XB1T++AKXBKT=C . The most straightforward approach computes X∈Rm×n from the solution of an mn × mn linear system, typically limiting the feasible values of...