递归的英文

Recursion

怎么读（音标）

/rɪˈkɜːʃn/

用法

Recursion is a programming technique that involves solving a problem by breaking it down into smaller and simpler subproblems. It involves calling a function within itself until a base case is reached, which then returns a value to the previous function call. This process continues until the original problem is solved. Recursion is commonly used in data structures and algorithms, such as tree traversal and sorting.

例句1-5句且中英对照

1. The recursive function will continue to call itself until it reaches the base case.

递归函数将继续调用自身，直到达到基本情况。

2. The algorithm uses recursion to efficiently search through the data structure.

该算法使用递归来高效地搜索数据结构。

3. Recursion can be difficult to understand at first, but it can lead to elegant and efficient solutions.

递归可能一开始很难理解，但它可以带来优雅和高效的解决方案。

4. The recursive approach allows for a more concise and readable code.

递归方法可以使代码更简洁易读。

5. In some cases, using recursion may result in stack overflow if not implemented properly.

在某些情况下，如果没有正确实现，使用递归可能会导致堆栈溢出。

同义词及用法

Iteration: Similar to recursion, iteration involves repeating a process until a desired outcome is achieved. However, iteration uses loops instead of function calls.

Repetition: This refers to the act of repeating something multiple times, whether it be a task or an action. It can also be used to describe the process of recursion.

Recur: This is the verb form of recursion, meaning to happen repeatedly or to occur again.

Repetitive: This adjective describes something that is done over and over again, similar to the repetitive nature of recursion.

编辑总结

Recursion is a powerful technique in programming that allows for elegant and efficient solutions to complex problems. It involves breaking down a problem into smaller subproblems and solving them recursively until reaching a base case. While it may be difficult to understand at first, mastering recursion can greatly improve one's problem-solving skills. It is important to use it properly and consider potential stack overflow issues when implementing recursive functions.