A note on the Polignac numbers

Abstract

Suppose that $k\ge 3.5\times 10^6$ and $\hH=\{h_1,\ldots,h_{k_0}\}$ is admissible. Then for any $m\ge 1$, the set $$\{m(h_j-h_i):h_i<h_j\}$$ contains at least one Polignac number.

References in corpus (1)

• A Smoothed GPY Sieve