= Erdős–Nagy theorem
{wiki=Erdős–Nagy_theorem}
The Erdős–Nagy theorem is a result in number theory that describes the conditions under which certain sequences can be generated by the marks made during a specific iterative process involving integers. More specifically, it concerns the distribution of sums of subsets of natural numbers. The theorem states that if \\( A \\) is a set of natural numbers, then the set of all finite sums formed by taking elements from \\( A \\) has certain properties related to density.
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