论文标题
在与两个不同总和相关的整数序列上
On Integer Sequences Associated To Two Distinct Sums
论文作者
论文摘要
在本说明中，我们显示了长度的整数序列的存在，至少3（除7位），以使每个整数$ i \ equiv 1 \ equiv 1 \ pmod {4} $（分别位置$ j \ equiv 3 \ equiv 3 \ equiv 3 \ pmod {4} $），从左至右数，$ yunteger and Accient $ $ $ $ $ $ $（ $ x \ ne y $。
In this note, we show the existence of integer sequences of lengths at least 3 (except 7) such that for every integer in position $i\equiv 1\pmod{4}$ (respectively position $j\equiv 3\pmod{4}$), counting from left to right, the sum of the integer and the adjacent integer(s) has a constant sum $x$ (respectively $y$) with $x\ne y$.
