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Omni-MATH / Determine all sequences (x₁,x₂,…,x₂₀₁₁) of positive integers, such that for every positive integer n there exists an integer a with ∑_(j=1)²⁰¹¹jx_(j)^(n)=a^(n+1)+1 [i] · Discussion

Discussing Determine all sequences (x₁,x₂,…,x₂₀₁₁) of positive integers, such that for every positive integer n there exists an integer a with ∑_(j=1)²⁰¹¹jx_(j)^(n)=a^(n+1)+1 [i] · Omni-MATH

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