Hi,↵
↵
I got stuck in this problem and I will welcome your solutions. ↵
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We have $N$ coins with different values $v_1$,$v_2$,...,$v_N$. We want to find out whether it is possible to put them into $M$ groups in which:↵
↵
1- Every coin has to be assigned to exactly one group.↵
↵
2- The sum of coin values in each group has to be at most $K$.↵
↵
Is this problem have any solution better than checking all assignments?↵
↵
I got stuck in this problem and I will welcome your solutions. ↵
↵
We have $N$ coins with different values $v_1$,$v_2$,...,$v_N$. We want to find out whether it is possible to put them into $M$ groups in which:↵
↵
1- Every coin has to be assigned to exactly one group.↵
↵
2- The sum of coin values in each group has to be at most $K$.↵
↵
Is this problem have any solution better than checking all assignments?↵