形如4m的2l+1阶e-完全幂数
The e- Perfect Power Numbers with the Form 4m
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摘要: 设l是正整数,m是奇数.笔者证明了:不存在4m之形的2l+1阶e-完全幂数.Abstract: Let l be a positive integer, and let m be an odd integer. In this paper,It is proved that if n is a e- perfect power number of order 2l+1,then n≠4m.
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