The Zero-Difference Properties of Functions and Their Applications

Zongxiang Yi, Dingyi Pei, ChunmingTang

A function $f$ from an Abelian group $(A,+)$ to an Abelian group $(B,+)$ is $(n,m,S)$ zero-difference (ZD), if $S=\{\hat{I}{»}_{\hat{I}}\pm \mid \hat{I}\pm \in A\setminus \{0\}\}$ where $n=|A|$, $m=|f(A)|$ a…