| 1. | this is a homogeneous linear equation, which always has the trivial solution w≡0.
这是一个齐次线性方程，总是有零解W0。 |
| 2. | A new method for solving linear equations
齐次线性方程组的一种简捷的公式化解法 |
| 3. | Row action method for kirchhoff equations
齐次线性方程组基础解系列处理法 |
| 4. | The sorts of same solution for solvable nonhomogeneous linear equations
非齐次线性方程组的同解类 |
| 5. | Study of authentication protocols based on linear equations
基于非齐次线性方程组的认证协议的研究 |
| 6. | Solving non neat sequense linear equation by removing constant term
消去常数项法解非齐次线性方程组 |
| 7. | Iterative method for fundamental system of solutions of a homogeneous system of linear equations
齐次线性方程组基础解系迭代解法 |
| 8. | When there is nozero object in category , the generalized inverse of morphisms are studied through the equa - alizer , the necessary and sufficient conditions for generalized inverse is obtained , and the relation between the linear equation and the equalizer is presented in matrix category
当范畴不具有零对象时，以态射偶的等化子为工具讨论态射的广义逆，并在矩阵范畴中建立了齐次线性方程组的解与等化子的关系。 |
| 9. | Four diagnosis models are described as boolean equations , and some related problems are discussed based on boolean equations such as optimal diagnosis , all consistent fault patterns , absolute fault - free and faulty machines etc . next the four models are described as linear equations and then matlab can be used in equation diagnosis
对基于非齐次线性方程组的诊断进行了进一步的讨论，对所有四种诊断模型均表示为非齐次线性方程组的形式，将matlab用于方程的诊断；并对已有的几种不同类型的方程在诊断中的应用进行了比较。 |
