PUMaC 2025 · 团队赛 · 第 7 题
PUMaC 2025 — Team Round — Problem 7
题目详情
- For each positive integer n , let ζ , ζ , . . . , ζ denote the n distinct complex solutions to n 0 n 1 n ( n − 1) n z = 1. Compute X 1 lim max ζ . ni n →∞ T ⊆{ 0 , 1 ,...,n − 1 } n i ∈ T
解析
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Original Explanation
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