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1·The result of this paper can be applied to the. nonsingular system.

所得的结果可用于正常离散随机线性系统。

2·This paper defines totally nonsingular matrix and get its equivalent condition and some qualities.

本文定义了完全可逆矩阵，并给出它的一个等价条件及其一些性质。

3·An expression of the generalized eigenvector of adjoint matrices for nonsingular matrix a is derived.

给出了非奇异矩阵a的伴随的广义特征向量的表达式。

4·An expression of the generalized eigenvector of adjoint matrices for nonsingular matrix a is derived...

企司实业给出了非奇异矩阵a的伴随的广义特征向量的表达式。

5·Two conclusions drawled by schmidt's orthogonalization:(1) The QR decomposition theorem of nonsingular matrix;

从施密特正交化出发，得到了：（1）可逆矩阵的QR分解定理；

6·The nonsingular H-matrix can find its application in many fields, yet quite difficult to distinguish in practice.

非奇异H矩阵在许多领域都发挥着重要作用，但在实用中判别H矩阵却是困难的。

7·The exterior point nonsingular integration technique is suggested so that the singular integrations can be evaded.

利用无奇性边界积分技术完全避免边界奇积分。

8·Our result is Theorem 1 Let R be a ring such that zero divisors commute. Then R is nonsingular if and only if R is semiprime.

我们的结果是定理1 设R 是零因子可换环，那末R 是非奇异的当且仅当R 是半素的。

9·Based on this model, a new crypt structure called completely nonsingular matrix based substitution permutation network is designed.

基于这一模型，设计了一个称为基于全非奇异矩阵的代替置换网络的密码结构。

10·The upper bound of the differential probability is developed for the completely nonsingular matrix based substitution permutation network.

给出了基于全非奇异矩阵的代替置换网络的差分概率上界。

非奇异

1·Finally, using nonsingular terminal sliding mode technology, a feedback stabilizing controller which can make the closed loop system converge to equilibrium in finite time is given.

最后，利用非奇异终端滑模控制技术，得到了一种使闭环系统有限时间收敛到平衡点的反馈镇定控制器。