Hash tables (`std::unordered_map`

) and binary search trees (`std::map`

) are both associative containers that store key-value pairs, but they have different characteristics and are suited for different use cases. Here are some guidelines to help you decide when to useÂ each.

`std::unordered_map`

)Fast average-case lookup, insertion, and deletion areÂ required.

- Hash tables provide constant-time O(1) average-case complexity for these operations.
- If you need to frequently access, insert, or remove elements and the order of elements is not important, a hash table is a good choice.

The keys have a good hash function and are uniformlyÂ distributed.

- A good hash function minimizes collisions and ensures efficient distribution of elements across the buckets.
- If the keys have a natural hash function or can be easily hashed, a hash table can provide excellent performance.

The order of elements is notÂ important.

- Hash tables do not maintain any particular order of elements. If you don't need to iterate over the elements in a specific order, a hash table is suitable.

`std::map`

)The elements need to be stored in a sorted order based onÂ keys.

- Binary search trees maintain the elements in sorted order, allowing for efficient traversal and range queries.
- If you require the elements to be sorted or need to perform operations like finding the minimum or maximum key, a binary search tree is a good choice.

Logarithmic-time complexity for lookup, insertion, and deletion isÂ acceptable.

- Binary search trees provide logarithmic-time O(log n) complexity for these operations in the average and worst cases.
- If you can tolerate slightly slower performance compared to hash tables, but still need efficient operations, a binary search tree is suitable.

The keys do not have a good hash function or are not uniformlyÂ distributed.

- If the keys lack a good hash function or are prone to collisions, a binary search tree can provide more consistent performance.

Here's an example to illustrate the difference inÂ usage:

```
#include <iostream>
#include <map>
#include <string>
#include <unordered_map>
int main() {
// Using std::unordered_map
std::unordered_map<std::string, int> hashTable = {
{"apple", 5}, {"banana", 3}, {"orange", 2}};
// Fast lookup in hash table
std::cout << "Count of 'banana' in hash table: "
<< hashTable["banana"] << "\n\n";
// Fast insertion
hashTable["grape"] = 4;
// Using std::map
std::map<std::string, int> bst = {
{"apple", 5}, {"banana", 3}, {"orange", 2}};
// Traversing elements in sorted order
std::cout << "Elements in sorted order (BST):\n";
for (const auto& pair : bst) {
std::cout << pair.first << ": "
<< pair.second << '\n';
}
// Finding the minimum key
std::cout << "Minimum key: "
<< bst.begin()->first << '\n';
}
```

```
Count of 'banana' in hash table: 3
Elements in sorted order (BST):
apple: 5
banana: 3
orange: 2
Minimum key: apple
```

In this example, we use `std::unordered_map`

for fast lookup and insertion operations, and `std::map`

for maintaining elements in sorted order and performing operations like finding the minimumÂ key.

Remember, the choice between a hash table and a binary search tree depends on your specific requirements, such as the desired time complexity, ordering needs, and the characteristics of the keys. Consider the trade-offs and choose the data structure that best fits your useÂ case.

Answers to questions are automatically generated and may not have been reviewed.

This Question is from the Lesson:### Hashing and

`std::hash`

This lesson provides an in-depth look at hashing in C++, including `std::hash`

, collision strategies, and usage in hash-based containers.