A counterexample of two Romanov type conjectures
Yuchen Ding
TL;DR
This paper provides a counterexample to two Romanov type conjectures proposed by Chen, challenging their validity and contributing to the understanding of these conjectures in number theory.
Contribution
It presents a specific counterexample that disproves two previously unverified Romanov type conjectures, advancing the field's knowledge.
Findings
Counterexample disproves the conjectures
Challenges existing assumptions in number theory
Refines understanding of Romanov type conjectures
Abstract
In this note, we disprove two Romanov type conjectures posed by Chen.
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Taxonomy
TopicsMathematical Dynamics and Fractals · Graph theory and applications · Advanced Combinatorial Mathematics