Скачать или смотреть Proof that odd tau number is a perfect square without appealing to the prime factorization

A 2002 Journal of Integer Sequences article authored by Joshua Zelinsky(has spent an inordinate amount of time working on the open question of the existence of an odd perfect number) used the prime factorization of a natural number to prove this result. Colton's refactorable number efforts not related to Ramanujan's work as far as I know. Tau number is defined as any natural number where the number of divisors divides the number itself. As far as I know this is not related to mathematical constant covered by ‪@grcc‬ Grand Rapids, Michigan USA. South Carolina math mainstay Brian D. Beasley also has an acute interest in the simply stated but super difficult to prove number theory open claims such as are there any odd perfect numbers, but exceptionally elusive math thorn in the side! Read his work if you are curious what a monoid is?!?!?