The function H(n) is defined by
1/H(n)=[1/tau(n)]Sum(1/d), where the sum is over all d|n, n even perfect, and tau(n) the number of positive divisors of n.
I need to show that H(n) is an integer. I have no idea what to do. Any help please. Thank you
1/H(n)=[1/tau(n)]Sum(1/d), where the sum is over all d|n, n even perfect, and tau(n) the number of positive divisors of n.
I need to show that H(n) is an integer. I have no idea what to do. Any help please. Thank you