| 1. | On solutions of higher degree diophantine equation
关于一类高次不定方程的解 |
| 2. | Generalization of a diophantine equation in difference sets
差集中一个丢番图方程的推广 |
| 3. | On the diophantine equation of the first degree
元线性丢番图方程的探讨 |
| 4. | A class of linear diophantine equations with lucas number coefficients
数为系数的线性不定方程 |
| 5. | A class of linear diophantine equations with generalized fibonacci number coefficients
数为系数的线性不定方程 |
| 6. | On the solution of diophantine equation
方程的解 |
| 7. | An elementary proof of the diophantine equation ( the equation abbreviated ) is given by using recursion sequence method
摘要运用递推序列法，给出组合数丢番图方程(方程式略)的一个初等解法。 |
| 8. | By elementary rank transformations of matrix , a method has been obtained to solve linear diophantine equation with some variables . the method overcomes the deficiency of traditional method
摘要利用矩阵的初等列变换，给出了求解多元线性不定方程的一种方法，该方法改进了传统方法计算量大、步骤多的缺点。 |
| 9. | In this paper , we derive predictive models of system and auxiliary system from double constant alterations respectively . the controller based on d - step ahead predictor can locate the closed loop poles at desired positions , whose parameters are adjusted by estimations of plant parameters that are separately estimated . an auxiliary estimator is developed to avoid ill - condition in solving diophantine equation . simulations show that these control systems have better dynamic responses under existence of measurable disturbance
引入双恒等变换推导出系统及辅助系统的的d步预测模型，基于估计器的自校正控制器能将闭环极点配置在所希望的位置，它的参数是由与其相互独立的对象参数调节.提出使用辅助估计器克服丢番方程的病态问题.仿真表明在存在可测干扰的情况下该系统具有良好的动态性能 |
