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math.NT2023
A new upper bound on Ruzsa's number on the Erd\H os-Turán conjecture
Yuchen Ding, Lilu Zhao
In this note, we show that the Ruzsa number is bounded by for any positive integer , which improved the prior bound given by Y.--G. Chen in 2008.
math.NT2023
Solution to a problem of Luca, Menares and Pizarro-Madariaga
Yuchen Ding, Lilu Zhao
Let be a positive integer and the greatest prime factor of a positive integer with convention . For any $θ\in \left[\frac 1{2k},\frac{17}{32k}\right…
math.NT2023
Correct order on some certain weighted representation functions
Shi--Qiang Chen, Yuchen Ding, Xiaodong Lü +1
Let be the set of all nonnegative integers. For any positive integer and any subset of nonnegative integers, let be the number of solutions $(a_…