A counterexample of two Romanov type conjectures

2022/05/17 by Yuchen Ding, Ding, Yuchen · 1 citation
Mathematics · #Advanced Combinatorial Mathematics #Graph theory and applications #Mathematical Dynamics and Fractals #math.NT

paper · pdf · doi:10.48550/arxiv.2205.08511

arxiv created 2022/05/20 · arxiv updated 2022/05/23

Abstract

In this note, we disprove two Romanov type conjectures posed by Chen.

Cited by

• On arithmetic progressions of positive integers avoiding p+F_m and q+L_n

Related

• Solutions to a Romanoff type problem
• On the Cheltsov--Rubinstein conjecture
• On three problems of Y.--G. Chen
• On Sharipov's counterexample to Khabibullin's conjecture
• On a conjecture for Rubin-Stark elements in a special case