| 1. | Stability of nonlinear and nonautonomous systems of generalized separating variables
广义分离变量非线性非自治系统的稳定性 |
| 2. | The analytic solution of gas flow differential equation employing dissociation variable method
用分离变量法求采空区气体流动微分方程的解析解 |
| 3. | Method of separation of variables and boundaryvalue problem of the isosceles - right triangular waveguide
分离变量法与等腰直角三角形波导的边值问题 |
| 4. | Segregation variable method is a routine procedure applied to boundary value in electrostatic field
摘要分离变量法是求解静电场边值问题常用的方法。 |
| 5. | However , with the comparison to the dv system , the experimental investigation of cv quantum communication is relatively lagging
但与分离变量相比，连续变量量子通讯的实验研究相对滞后。 |
| 6. | The sufficient conditions of impulsive exponential stabilization for a kind of nonlinear differential equation are obtained
具体研究了一类分离变量型非线性常微分方程的脉冲镇定问题，得到了该方程可脉冲指数镇定的充分判据。 |
| 7. | 6 . present two - stage optimization method for single - object non - linear mathematics planning ( snlp ) based on maximum entropy
( 6 )提出了具有可分离变量和式型目标函数的一类单目标非线性数学规划问题( snlp )基于最大熵的两相优化解法。 |
| 8. | By using the method of separation of variables and limited fourier and laplace transform , the analytical results are obtained
运用分离变量法和有限傅立叶变换和拉普拉斯变换，将系统运动微分方程转换为线性方程组，求出挠度和内力解析解。 |
| 9. | Quantum information was originally investigated with the discrete variables ( dv ) and was recently extended to the continuous variables ( cv ) system in the infinite dimension hilbert space
量子信息最早起源于研究单粒子分离变量系统，近期扩展到具有无限维希尔伯特空间的连续变量体系。 |
| 10. | Third , the mode solution is obtained using the separation of variables . the last , the mode transition property is discussed when the plane wave transmit in the step - index optical fiber
再次，利用分离变量法推导出平面波在阶跃光纤中传播的模式表达式，讨论了光波在光纤中传播的模式特性。 |
