数组和链表之间的区别在于，数组是基于索引的数据结构，每个元素都与一个索引相关联，而链表是使用引用的数据结构，每个节点都被引用到另一个节点。在数组大小是固定的，而在链表大小是不固定的。

在数组中，您有权限在O(1)时间内访问任何元素。所以它适用于二进制搜索、快速排序等操作。链表则适合于插入删除，因为它在O(1)时间内。两者都有优点和缺点，选择一种而不是另一种归结为您想要实现什么。

—更大的问题是，我们能有一个两者的混合体吗?类似于python和perl实现的列表。

While many of you have touched upon major adv./dis of linked list vs array, most of the comparisons are how one is better/ worse than the other.Eg. you can do random access in array but not possible in linked list and others. However, this is assuming link lists and array are going to be applied in a similar application. However a correct answer should be how link list would be preferred over array and vice-versa in a particular application deployment. Suppose you want to implement a dictionary application, what would you use ? Array : mmm it would allow easy retrieval through binary search and other search algo .. but lets think how link list can be better..Say you want to search "Blob" in dictionary. Would it make sense to have a link list of A->B->C->D---->Z and then each list element also pointing to an array or another list of all words starting with that letter ..

A -> B -> C -> ...Z
|    |    |
|    |    [Cat, Cave]
|    [Banana, Blob]
[Adam, Apple]

Now is the above approach better or a flat array of [Adam,Apple,Banana,Blob,Cat,Cave] ? Would it even be possible with array ? So a major advantage of link list is you can have an element not just pointing to the next element but also to some other link list/array/ heap/ or any other memory location. Array is a one flat contigous memory sliced into blocks size of the element it is going to store.. Link list on the other hand is a chunks of non-contigous memory units (can be any size and can store anything) and pointing to each other the way you want. Similarly lets say you are making a USB drive. Now would you like files to be saved as any array or as a link list ? I think you get the idea what I am pointing to :)

除了插入和删除方便之外，链表的内存表示方式也不同于数组。对于链表中的元素数量没有限制，而在数组中，您必须指定元素的总数。 看看这篇文章。

当集合不断增加和减少时，链表尤其有用。例如，很难想象尝试使用数组实现一个Queue(添加到末尾，从前面删除)—您将花费所有时间向下移动内容。另一方面，对于链表来说，这是微不足道的。

这实际上是一个效率问题，在链表中插入、删除或移动(而不是简单地交换)元素的开销是最小的，即操作本身是O(1)，而不是O(n)。如果您大量操作数据列表，这可能会产生显著的差异。您可以根据对数据类型的操作方式选择数据类型，并为所使用的算法选择最有效的数据类型。