1·The article sums up eight methods to judge the linearly dependent and the linearly independent of vectors.
文章总结出了判断向量线性相关和线性无关的八种方法。
2·And for its arbitrary two linearly independent solutions , at least one is of infinite exponent of convergence of zeros.
并且上方程的任二线性无关解至少有一零点收敛指数为无穷。
3·The article constructed and proved the one sufficient condition of linearly independent vector group, also a new, simple, practical method to find maximum...
构造并证明了线性无关向量组的一个充分条件，给出了求极大无关组的一个简单可行的新方法。
4·In some condition, if column vectors in a complete incidence matrix are not linearly independent, these sides which are denoted by the column vectors formed a circuit.
在一定条件下简单有向图的完全关联矩阵中列向量线性相关时，它们对应的边构成回路。
5·Using a coordinate transformation matrix, which is formed by these linearly independent mode set, the component equations of motion in generalized coordinates are derived.
应用这组线性无关的模态集构成坐标变换矩阵，推导出广义坐标下的部件动力学方程。
6·The problem for getting K T point of nonlinear programming by combined homotopy interior point method under linearly independent constraint qualification is discussed at [1].
文献 [1 ]讨论了在线性无关的约束规定下 ，用组合同伦内点法求解非线性规划的K T点问题。
7·Especially, the global convergence is obtained under a weak Mangasarian-Promovitz constraint qualification (MFCQ) instead of the linearly independent constraint qualification (LICQ).
特别地，用一个弱mfcq代替线性无关约束规格(LICQ)得到算法的全局收敛性。
8·The article constructed and proved the one sufficient condition of linearly independent vector group, also a new, simple, practical method to find maximum linearly independent vector...
构造并证明了线性无关向量组的一个充分条件，给出了求极大无关组的一个简单可行的新方法。
9·The article constructed and proved the one sufficient condition of linearly independent vector group, also a new, simple, practical method to find maximum linearly independent vector group.
构造并证明了线性无关向量组的一个充分条件，给出了求极大无关组的一个简单可行的新方法。
10·The article by several opposite examples illustrated the former method of finding vector groups maximum linearly independent vector group is imperfect, sometimes even lead to wrong results.
构造并证明了线性无关向量组的一个充分条件，给出了求极大无关组的一个简单可行的新方法。