I am attempting to solve this issue.

Create an algorithm for the Subset Sum problem that runs in time O(nK) or better. Given a set X = {x1, x2, …, xn} of n integers and another integer K, the algorithm should check if there is a subset X' of X whose elements sum to K and if so, it should find this subset. For example, if X = {5, 3, 11, 8, 2} and K = 16, the algorithm should answer YES since the subset X' = {5, 11} has a sum of 16.

I have referred to this code from the issue I'm trying to solve: please stop spamming us with advertising!

I believe that utilizing dynamic programming techniques can improve the complexity of the problem from O(nK) to something lower.

I have discovered an algorithm that runs in exponential time, but it has not been of any assistance.

Is there anyone who can help me with this issue?