论文标题
二进制ENOTS WOLLEY序列
The Binary Enots Wolley Sequence
论文作者
论文摘要
一个开放的猜想是，Enots Wolley序列在二元重量至少为2的正整数上被过冲到一个正整数上。在本文中，该特性被证明是对Enots Wolley序列的类似物证明，该元素以数字而不是质量因素为基础的二进制表示。
It is an open conjecture that the Enots Wolley sequence is surjective onto the set of positive integers with a binary weight of at least 2. In this paper, this property is proved for an analog of the Enots Wolley sequence which operates on the binary representation of a number rather than the prime factorization.
