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Nilpotent

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Leinster Perfect Groups
Leinster

Leinster Perfect Groups

Perfect number is an ancient object of study. A positive integer $$n$$ is said to be perfect if $$n$$ is equal to twice the sum of its divisors. For example, $$6=1+2+3+6=12$$. Hence, $$6$$ is a perfect number. The concept of prime number is first introduced
Feb 6, 2015 2 min read
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