Sliding window algorithms can be implemented with a single pointer and a variable for window size. Typically we use all of the elements within the window for the problem (for eg - sum of all elements in the window).
Two pointer technique is quite similar but we usually compare the value at the two pointers instead of all the elements between the pointers.
Two pointers can also have variations like fast-slow pointer.
Hope it answers your question.
Answer from pykam on Stack Overflowi m curious if there is any difference btw these 2 ways to solve problems...
arrays - Is two pointer problem same as sliding window - Stack Overflow
sliding window is same as 2 pointers or is there difference btw 2 techniques?
Two Pointers vs Sliding Window : Don't Confuse These ...
Are two-pointer and sliding window problems the same type?
Two pointer technique can be used in other problem types not just sliding window.
More on reddit.comWhat is the difference between two pointers and sliding window?
How does the two pointer approach relate to the sliding window technique?
How do I handle duplicates in two pointer problems?
Sliding window algorithms can be implemented with a single pointer and a variable for window size. Typically we use all of the elements within the window for the problem (for eg - sum of all elements in the window).
Two pointer technique is quite similar but we usually compare the value at the two pointers instead of all the elements between the pointers.
Two pointers can also have variations like fast-slow pointer.
Hope it answers your question.
Main Difference(Short): In sliding window techniques, we care about each element within the window as we analyze contiguous subsets of the iterable. In contrast, the two-pointer technique focuses on meeting conditions simultaneously for both pointers within the iterable, disregarding the elements between them.
Sliding window techniques are typically used when the problem requires the consideration of a contiguous subset of elements from an ordered iterable, such as a list or array. Each element within this subset, often referred to as a 'window', carries some significance for the problem, and operations like calculating the sum of its elements are commonly performed. This technique involves iteratively shifting the window across the iterable, adjusting its size as needed to analyze different subsets efficiently.
On the other hand, the two-pointer technique involves the movement of two pointers within the iterable, often with the objective of meeting a certain condition or constraint simultaneously with both pointers. Unlike the sliding window approach, the focus here is not on the elements between the pointers but rather on the conditions met by the elements pointed to. This technique is particularly useful for tasks like searching for pairs of elements that satisfy a specific criterion or comparing elements at different positions within the iterable.