In particular, new class derivation is a bit problematic for scripting languages, placing certain restrictions on the exact things you can do with them.
特别要注意，脚本语言的新类派生存在一定的问题，对使用其可完成的具体任务进行了一定的限制。
Naturally, the application may need to extend the generated class by either derivation or encapsulation for its own purposes.
无疑，应用程序可能需要根据其用途通过派生或封装对生成的类进行扩展。
It doesn't matter whether the derivation is public, protected, or private: Your class is always noncopyable.
派生是public、protected还是private都没有关系：您的类始终为noncopyable。
And, I will go through the actual line by line derivation not because I want to do derivations in class.
我们要仔细讨论实际的线，和推导出来的线，并不是我想在这节课做推导。
Note that under the default behavior of the markup compile build actions, you can leave the derivation blank in the partial class definition on the code-behind side.
请注意，在标记编译生成操作的默认行为下，您可以在代码隐藏端的分部类定义中将派生保留为空。
Complex type definitions support derivation by extension and restriction, allowing you to define complex type hierarchies in a way that maps nicely to 00 class hierarchies.
复杂类型定义支持通过扩展和限制进行派生，这就允许以一种映射到面向对象类层次结构的方式定义复杂类型层次结构。
In this paper we explicitly determine the derivation algebras of a class of 3-step nilpotent Lie algebras, and obtain some properties of the derivation algebras.
具体确定了一类中心为二维的三步幂零李代数的导子代数，得到了导子代数的一些性质，并证明了这类幂零李代数是可完备化幂零李代数。
In this paper we explicitly determine the derivation algebras of a class of 3-step nilpotent Lie algebras, and obtain some properties of the derivation algebras.
具体确定了一类中心为二维的三步幂零李代数的导子代数，得到了导子代数的一些性质，并证明了这类幂零李代数是可完备化幂零李代数。
应用推荐