Deciding between fold_left()
and fold_right()
depends on how you want to process the elements in your collection and the specific requirements of your operation.
The fold_left()
function processes elements from left to right, starting with the first element and moving towards the last. It's suitable when the order of combining elements from the beginning to the end is important.
fold_right()
processes elements from right to left, starting with the last element and moving towards the first. It's useful when you need to combine elements from the end to the beginning.
If your operation is associative and commutative, the result of fold_left()
and fold_right()
will be the same. For example, addition and multiplication are both associative and commutative.
If your operation is not associative or not commutative, the order in which you combine elements will affect the result. In such cases, the choice between fold_left()
and fold_right()
becomes critical.
Both fold_left()
and fold_right()
require an initial value. However, fold_left_first()
and fold_right_last()
do not require an initial value, as they use the first and last element of the range, respectively, as the initial value.
Let's look at an example where the operation is not commutative:
#include <algorithm>
#include <iostream>
#include <vector>
int main() {
std::vector<int> numbers{1, 2, 3, 4, 5};
// Using fold_left() with subtraction
int fold_left_result = std::ranges::fold_left(
numbers, 0, std::minus<>());
std::cout << "Fold left result: "
<< fold_left_result << "\n";
// Using fold_right() with subtraction
int fold_right_result = std::ranges::fold_right(
numbers, 0, std::minus<>());
std::cout << "Fold right result: "
<< fold_right_result << "\n";
}
Fold left result: -15
Fold right result: 3
In the example above, the results of fold_left()
and fold_right()
differ significantly due to the non-commutative nature of the subtraction operation.
fold_left()
when the operation logically combines elements from the beginning to the end, such as calculating a running total.fold_right()
when the operation logically combines elements from the end to the beginning, such as parsing or evaluating expressions in reverse.In summary, the choice between fold_left()
and fold_right()
depends on the specific requirements of your operation and the nature of the elements in your collection.
Understanding how your operation interacts with the direction of folding will help you make the right decision.
Answers to questions are automatically generated and may not have been reviewed.
An introduction to the 6 new folding algorithms added in C++23, providing alternatives to std::reduce
and std::accumulate