2018arXiv (Cornell University)Open access

A conjecture on the prime factorization of $n!+1$

William Gerst

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Abstract

In this paper, we state a conjecture on the prime factorization of numbers of the form $n!+1$, explore its implications, and compare it with empirical evidence and established results based on the $abc$ conjecture.

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What this paper is about

In this paper, we state a conjecture on the prime factorization of numbers of the form $n!+1$, explore its implications, and compare it with empirical evidence and established results based on the $abc$ conjecture.

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Available abstract

In this paper, we state a conjecture on the prime factorization of numbers of the form $n!+1$, explore its implications, and compare it with empirical evidence and established results based on the $abc$ conjecture.

Key concepts: Conjecture, Factorization, Prime (order theory), Prime factor, Combinatorics, Mathematics, abc conjecture, Collatz conjecture

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