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Prime numbers, diophantine equations, diophantine approximations, analytic or algebraic number theory, arithmetic geometry, Galois theory, transcendental number theory, continued fractions

0 votes
1 answer
129 views

Different solution of power Diophantine equation based on constant term

Let us define a power Diophantine equation by 2 algebraic functions $f,g$ (having different degree) and by integers $k, l >0$ where, there are finite solutions for $f(x)+k=g(y)$, but there exists $l$ …
Michael's user avatar
  • 267
7 votes
1 answer
1k views

Results on the largest prime factor of $2^n+1$

A work of Cameron Stewart (the paper has appeared in Acta Mathematica), proving a conjecture of Erdos, Stewart shows that the largest prime factor of $2^n-1$ is at least $n \times \exp\Big( \frac{\ …
Michael's user avatar
  • 267
4 votes
1 answer
728 views

Is there a error/typo in the proof related to Goormaghtigh equation in Yann Bugeaud's paper?

I found the following theorem in a paper by Yann Bugeaud (page 12) , the theorem was not written in detail, to be specific,following two lines on page 13 were not understandable- I think this …
Michael's user avatar
  • 267