| 1. | We now omit the prime on the matrix elements .
我们现在把各矩阵元素上的一撇略去。 |
| 2. | Proof of inequalities of matrix elements
矩阵元素不等式的证明 |
| 3. | The matrix equation are formulated in detail and the mathematical expression of matrix elements are obtained
本文给出了积分方程和矩阵方程的详细推导过程和矩阵元素的具体表达式。 |
| 4. | In the ahp method , the elements of judgement matrix are essentially the ratio of different scheme attributes to a certain rule
在层次分析法( ahp )中，判断矩阵元素的实质是不同方案属性相对同一准则的比值。 |
| 5. | Abstract : in the ahp method , the elements of judgement matrix are essentially the ratio of different scheme attributes to a certain rule
文摘:在层次分析法( ahp )中，判断矩阵元素的实质是不同方案属性相对同一准则的比值。 |
| 6. | Numeric - symbolic expressions of model matrix elements were derived , in which inertia parameters and lengths of links as well as generalized coordinates are expressed as symbols
将广义坐标以及杆长和惯性参数作为符号量，导出了模型矩阵元素的数字符号表达式。 |
| 7. | Then a kalman filter is developed in which taking the components of attitude matrix as state variable , kalman filter is simplified and the veolecty of algorithm is raised
以矩阵元素为状态变量，简化了算法结构，提高了算法速度。并进一步提出了并行卡尔曼滤波算法。 |
| 8. | The algorithm is tested by static and dynamic experiment . theory of attitude determination by gps is addressed in detial . error of attitude determination by gps is analyzed
深入分析了gps姿态确定的原理，定性分析了gps姿态确定的各种误差，在此基础上提出了一种基于矩阵元素的卡尔曼滤波算法。 |
