Title: On the Existence of Infinitely Many Mersenne Primes and Finitely Many Fermat Primes
Abstract: Abstract: From existence of the intersection of the set of Mersenne primes and the set of Fermat primes being a set to contain only one element 3 to be the first Mersenne prime and also the first Fermat prime we fell there are connections between Mersenne and Fermat primes. In this paper, it is presented that two symmetric conjectures related to Mersenne and Fermat primes themselves will lead us to expect Mersenne primes to be infinite but Fermat primes to be finite.
Publication Year: 2014
Publication Date: 2014-07-01
Language: en
Type: preprint
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