函数模式下不保存源代码级别信息。
有两种情况有助于实现这个结果：表达充分的、可读的语言和结构化函数模式。
Two things help achieve this result: expressive, readable languages and the composed method pattern.
在学习乘法例子时，curry过的闭包使得实现计算的函数模式出奇得容易。
As you learned with the multiplication examples, curried closures make it surprisingly easy to implement functional patterns of computation.
在默认设置或Application设置中，. NET拥有对行和函数模式的选择。
In the default Settings or Application Settings,.net has choices for line and function modes.
把闭包应用于函数模式是令人兴奋的，一旦这么做了之后，再把它们应用于面向对象设计模式，就不是什么大事情了。
Applying closures to functional patterns is exciting, and once you've done that, it's not too big a stretch to apply them to object-oriented design patterns.
已经看到了如何把curry过的闭包应用于函数模式，所以现在我们来看看在使用相似的技术重新访问重要的面向对象设计模式时发生了什么。
You've seen how you can apply curried closures to functional patterns, so now let's take a look at what happens when we revisit an important object-oriented design pattern using similar techniques.
利用全矢量正交函数模型对空气孔辅助光纤的模式截止特性进行了讨论。
Using full vector orthogonal function model of the auxiliary air hole pattern of cut-off characteristics of optical fiber were discussed.
本文提出了一种基于模式类特征空间统计分布的模糊隶属度函数模型，可有效地反映模式在特征空间中的真实分布，用于模式分类器输入特征的模糊化可获取更好的识别性能。
In this paper a model of discrete fuzzy membership function based on statistical distribution of features of pattern is presented. It is used for the fuzziness of input features of classifier.
本文提出了一种基于模式类特征空间统计分布的模糊隶属度函数模型，可有效地反映模式在特征空间中的真实分布，用于模式分类器输入特征的模糊化可获取更好的识别性能。
In this paper a model of discrete fuzzy membership function based on statistical distribution of features of pattern is presented. It is used for the fuzziness of input features of classifier.
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