Beal’s Conjecture - Counter Examples

In this paper we give a proof for Beal's conjecture . Since the discovery of the proof of Fermat's last theorem by Andre Wiles, several questions arise on the correctness of Be...

In a previous work, we stated a conjecture, called the Galois Brumer–Stark conjecture, that generalizes the (abelian) Brumer–Stark conjecture to Galois extensions. We also proved t...

The strong Goldbach's conjecture states that every even integer greater than 2 can be written as the sum of two primes. The conjecture that all odd numbers greater than 7 are the s...

This paper will give both the necessary and sufficient conditions required to find a counter-example to the Goldbach Conjecture by using an algebraic approach where no knowledge of...

In [9, p. 469], Oxley made the following conjecture, which is a geometric analogue of a conjecture of Lovász (see [1, p. 290]) about complete graphs.Conjecture 1.1.Let G be a rank...

A simple argument proves the Beal Conjecture. There is a million-dollar prize for solving the Beal Conjecture....

The 6 variable general equation of Beal’s conjecture equation xa + by = zc, where x,y,z,a,b , and c are positive integers, and a,b,c≥3, is identified as an identi...

The 6 variable general equation of Beal’s conjecture equation xa + by = zc, where x,y,z,a,b , and c are positive integers, and a,b,c≥3, is identified as an identi...