• 相似的问题还包括过多的递归。

    A similar problem is too much recursion.

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  • 特别需要注意的是命名模板使用递归。

    Of particular note is the use of recursion of a named template to.

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  • 在数学和工程中,递归获得了重大胜利。

    In math and engineering, recursion, especially, is a big win.

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  • 另一个重要的概念是递归。

    There is also the concept of recursion which is important.

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  • 递归的另一个实例如下。

    Another example of recursion at work is the following.

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  • 如果你还不明白什么是递归,就读这个句子。

    If you still don't know what recursion is, read this sentence.

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  • 更严重的问题是类定义中可能存在多态递归。

    The more serious problem is the potential for polymorphic recursion in class definitions.

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  • 这是递归的停止条件。

    This is the stop condition for the recursion.

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  • 递归方法也需要显式的返回类型。

    Recursive methods also require an explicit return type.

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  • 注意递归的使用,避免完全while循环。

    Note the use of recursion to avoid the while loop entirely.

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  • 请注意传统的递归首字母缩写。

    Note the traditional recursive acronym..

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  • 请注意broker是尾递归的。

    Notice that broker is tail recursive.

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  • 将一个常见的循环转化为递归函数。

    Converting a common loop to a recursive function.

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  • 递归通用表表达式 (RCTE)

    Recursive Common Table Expression – RCTE

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  • 首先,考虑如何递归地计算lcs。

    First, think about how you might compute an LCS recursively. Let.

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  • 我使用目录技术来处理这种递归引用。

    I use a directory approach to handle these recursive references.

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  • 这就是一个绝妙的递归定义。

    It's actually a wonderful recursive definition.

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  • 使用归纳数据编写递归过程非常简单。

    With inductive data, it is fairly easy to write recursive procedures.

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  • b当一个方法是递归的时候。

    B.When a method is recursive.

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  • 现在递归这个词并不新鲜。

    Now, this is really not new.

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  • 第五次递归结束。

    The fifth time is the magical time when the recursion ends.

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  • 可见,递归函数与循环有很多类似之处。

    As you can see, recursive functions and loops have quite a bit in common.

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  • 在此,我们继续讨论归纳数据集的递归。

    In the meantime, let's continue our discussion of recursing of inductive data sets.

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  • 要想执行递归传输,需要提供- r选项。

    To use recursive transfer, supply the -r option.

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  • 接下来,创建递归函数。

    "Next, you'll create a recursive function."

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  • 例如,考虑在一个递归方法中会发生的事情。

    Consider what would happen with a recursive method, for instance.

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  • 我需要进行递归定义。

    I just used a recursive definition.

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  • 要了解其中的递归逻辑,请参阅存档的源文件。

    To understand this recursive logic, check out the documented source file.

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  • 所以我们递归处理列表其余部分,并再次尝试。

    So we recurse with the rest of the list and try it again.

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  • 对更复杂的递归过程来说这是一个通用的模式。

    This is a common pattern for more complex recursive procedures.

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