| 1. | Research on sensitivity analysis to lp consumption coefficient matrix
线性规划消耗系数矩阵灵敏度分析的某些探讨 |
| 2. | Split coefficient matrix method
稀疏矩阵分解法 |
| 3. | Elastic coefficient matrix
弹性系数矩阵 |
| 4. | Exact distribution of mle of the regression coefficient matrix in a growth curve model
生长曲线模型中回归系数阵的极大似然估计的精确分布 |
| 5. | Blue of regression coefficient matrices in the growth curve model with possibly singular covariance
奇异增长曲线模型中回归系数阵的最优估计 |
| 6. | The least square estimate of the regression coefficient matrix in the extension of the growth curve model
推广增长曲线模型中回归系数阵的最小二乘估计 |
| 7. | Estimation of unknown regression coefficient matrices in the extension of the growth curve model with covariate variables
有协变量的推广增长曲线模型回归参数的估计 |
| 8. | The granulometer error can be corrected through calculating an integrated light energy distribution coefficient matrix
系统误差可以通过计算积分式光能分布系数矩阵校正。 |
| 9. | Based on them , some properties of the coefficient matrix a are presented when the matrix equation has a positive definite solution
根据这两个定理，当矩阵方程有对称正定解时，给出了系数矩阵 |
| 10. | The main purpose of this article is , after special splitting to the coefficient matrix , using the familiar iterative methods to solve the sylvester equation
本文的主要目的是将三种迭代法应用于求解sylvester方程。 |
