| 1. | It forms a flexibility matrix which, when inverted, gives (so＊) .
当形成一个柔度矩阵求逆时，它给出（So）。 |
| 2. | The property of symmetry can also be used to save a part of the computational effort required for matrix inversion or for a solution of equations .
对称的特性也可用来节省矩阵求逆中或求解方程中所需要的一部分计算量。 |
| 3. | Applications of generalized determinants for matrix inversion
广义行列式在矩阵求逆中的应用 |
| 4. | It forms a flexibility matrix which , when inverted , gives ( so )
当形成一个柔度矩阵求逆时，它给出（ so ） 。 |
| 5. | The computing complexity and computing time of this algorithm is lower than that of existed algorithms
该算法比已有的块三对角矩阵求逆算法的计算复杂度和计算时间低。 |
| 6. | Applies the strict mathematical reasoning , translates the problem of relearning algorithm of redial basis function neural network into the problem additional operation of matrix operation
应用严格的数学推理方法，将径向基函数神经网络的再学习问题转化为矩阵求逆的附加运算。 |
| 7. | For two - spheres system , we present the concrete expression of the t matrix in such a system . and some numerical results obtained by this expression are compared well with experimental data
在双球粒子体系散射问题的研究中，用矩阵求逆的方法，具体地给出了双球粒子体系散射传输矩阵的表达形式。 |
| 8. | We researched the feasibility of the technique . realized the technique on tigersharc ts101 ez - kit system and got a preferable effect . resovled a problem of matrix inverse by selecting a inverse algorithm applied on low order and high density martrix
在工程实现中的一个关键问题即矩阵求逆的问题上,研究并选择了一种低阶高密度矩阵的求逆的工程算法。 |
| 9. | The computer simulation results verify the validity of two adaptive algorithms applied to circular array . the algorithms are least square based on qr decompose ( qrd - ls ) and sampling matrix inversion based on qr decompose ( qrd - smi ) . then we apply circular array with wideband signal
其次,验证了基于qr分解的最小二乘算法( qrd - ls )和基于qr分解的采样矩阵求逆方法( qrd - smi )两种自适应算法在均匀圆阵中的有效性。 |
| 10. | The result of digital simulation illustrate that applying l - d factorization which is famous in matrix theory into federated filter to get the correct result of inverse can not only improve the speed and precision of algorithm hut meliorate its error toleration
经过数字仿真，把矩阵分析中的l - d分解算法运用到联邦卡尔曼滤波中的矩阵求逆当中能得到良好的效果，不但运算速度和精度有提高，整个滤波算法的容错性也有明显改善。 |
