Using the theory of asymptotic expansions to study a problem of track parameter association is firstly advanced.
提出利用渐近分析理论研究多类传感器相关参数及其在时间域上参数方程的航迹参数关联问题。
Using the theory of asymptotic expansions to study the problem of track parameter association is firstly advanced.
提出利用渐近分析理论研究多类传感器相关参数及其在时间域上参数方程的航迹参数关联问题。
Association rule mining is a highly interactive task, and users usually have to try many different parameter Settings to achieve the desired result.
关联规则挖掘是一项高度交互的任务，用户通常需要尝试多种参数设置才能达到理想的结果。
Once an application variable is bound to a parameter marker, the association remains until it is overridden or until the corresponding statement handle is freed.
一旦应用程序变量被绑定到某个参数标记，这种关联就会一直保持下去，直到相应的语句句柄被释放。
The association interaction parameter of PPB-MAH can be used to express the molecule polarity quantitatively, and the ellipse equation can be used to estimate the solvability of solvents.
MAH的缔合力参数可以用来量化表示其分子极性，椭圆方程可以用作溶剂的可溶性的预测。
The association interaction parameter of PPB-MAH can be used to express the molecule polarity quantitatively, and the ellipse equation can be used to estimate the solvability of solvents.
MAH的缔合力参数可以用来量化表示其分子极性，椭圆方程可以用作溶剂的可溶性的预测。
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