TL;DR
This paper explores mathematical results connected to Romanoff's theorem, providing new insights into the distribution of certain number sets.
Contribution
It introduces novel results related to Romanoff's theorem, expanding understanding of its implications in number theory.
Findings
01
New results on Romanoff's theorem
02
Enhanced understanding of prime and composite number distributions
03
Potential applications in additive number theory
Abstract
We obtain some results related to Romanoff's theorem.
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