I am trying to develop an optimization function that will determine which elements in list of doubles when added together will be less than a specified threshold values. The elements can be used multiple times.
For example if my list of elements is
{1,3,7,10}
and my threshold is 20 I would expect my result to be
1
3
7
10
10, 10
10, 7
10, 7, 3
10,7,1
10,7,1,1
10,7,1,1,1
7,7
7,7,3
7,7,1
7,7,1,1
7,7,1,1,1
...
I expect that the answer to this question will probably be a recursive call and probably could be found in a textbook, but I don’t know how to properly phrase the question to find the answer. Help from this group of experts would be appreciated.
This program works, and seems to be the simplest solution. All results are sorted ascending.
This type of combinatoric problem, though, generates many results. If you are more concerned with performance than code readability and simplicity, I can optimize further.
c#: