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Omni-MATH / We consider positive integers n having at least six positive divisors. Let the positive divisors of n be arranged in a sequence (d_(i))_(1≤i≤k) with 1=d₁<d₂<…<d_(k)=n (k≥6). Find a… · Discussion

Discussing We consider positive integers n having at least six positive divisors. Let the positive divisors of n be arranged in a sequence (d_(i))_(1≤i≤k) with 1=d₁<d₂<…<d_(k)=n (k≥6). Find a… · Omni-MATH

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