论文标题
Erdős的$ B+B+T $猜想的证明
A proof of Erdős's $B+B+t$ conjecture
论文作者
论文摘要
我们表明，每个集合$ a $ a $ a $具有正密度的自然数字可以移动以包含受限制的集中$ \ {b_1 + b_2：b_1，b_1，b_2 \ in B \ text {and} b_1 \ neq b_2 \} $ b_1 \ neq b_2 \} $，用于某些Infinite Set $ b \ subset a $。
We show that every set $A$ of natural numbers with positive upper density can be shifted to contain the restricted sumset $\{b_1 + b_2 : b_1, b_2\in B \text{ and } b_1 \neq b_2 \}$ for some infinite set $B \subset A$.
