Misiec´s conjecture.docx (96.06 kB)
calling the numbers that respect the squeeze tehroem of sin of x/x limit
Version 4 2020-01-22, 12:30
Version 3 2020-01-21, 12:56
Version 2 2020-01-19, 10:25
Version 1 2020-01-19, 10:24
preprint
posted on 2020-01-22, 12:30 authored by Luis Felipe massena misiecLuis Felipe massena misiecIn this short paper a conjecture is proposed to nominate the complex numbers that are obtained from the zeta modified function, that eventhough can not be called primes behave as such, and obays the squeeze sin(x)/x theorem for any number n.