We provide a proof of the $n$-ary Bekič principle, which states that a vectorial fixpoint of size $n$ can be written in terms of nested fixpoints in each coordinate according to lexicographic order. The proof is inductive.
翻译:本文给出了$n$元Bekić原理的证明,该原理表明:按字典序排列时,大小为$n$的向量不动点可表示为各坐标上嵌套不动点的组合。证明采用归纳法进行。