Introduction
The first category of containers we'll study are the sequential containers. Listed below are the major features for various types of sequential containers.
The sequential container has a lot in common, but each container has its special domain. Before I dive into the details, I provide an overview of all five sequential containers of the std namespace.
These are the sequential containers:
Criteria | Array | Vector | Deque | List | Forward List |
---|---|---|---|---|---|
Size | static | dynamic | dynamic | dynamic | dynamic |
Implementation | static array | dynamic array | sequence of arrays | doubly linked list | singly linked list |
Access | random | random | random | forward and backward | forward |
Optimized for insert and delete at | — | end: O(1) | begin and end: O(1) | begin and end: O(1); arbitrary: O(1) | begin(1); arbitrary: O(1) |
Memory reservation | — | yes | no | no | no |
Release of memory | — | shrink_to_fit |
shrink_to_fit |
always | always |
Strength | no memory allocation; minimal memory requirements | 95% solution | insertion and deletion at the begin and end | insertion and deletion at an arbitrary position | fast insertion and deletion; minimal memory requirements |
Weakness | no dynamic memory; memory allocation | Insertion and deletion; at an arbitrary position: O(n) | Insertion and deletion; at an arbitrary position: O(n) | no random access | no random access |
The sequential containers
A few additional remarks to the table.
O(i) stands for the complexity (runtime) of an operation. So O(1) means that the runtime of an operation on a container is constant and is independent of the size of the container. Conversely, O(n) means that the runtime depends on the number of elements of the container. Now, what does that mean for a std::vector
? The access time on an element is independent of the size of the std::vector
, but the insertion or deletion of an arbitrary element with k-times more elements is k-times slower.
Although the random access on the elements of a std::vector
has the same complexity O(1) as the random access on the element of a std::deque
, that doesn’t mean, that both operations are equally fast.
The complexity guarantee O(1) for the insertion or deletion into a doubly (std::list
) or singly linked list (std::forward_list
) is only guaranteed if the iterator points to the right element.
ℹ️ std::string is like std::vector
Of course,std::string
is no container of the standard template library. But from a behavioural point of view, it is like a sequential container, especially like astd::vector<char>
. Therefore I will treatstd::string
as astd::vector<char>
.
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