14
$\begingroup$

I am investigating solutions to Fermat's equation $$x^n + y^n = z^n$$ with $x,y,z$ in the Gaussian integers, excluding integers and pure imaginaries.

I have found out that there are only trivial solutions for the $n=3$ and $n=4$ cases, e.g. here.

I would be grateful if you let me know of the current status or if it is already a theorem.

  • 2
    Please don't make posts where "the title says it all". The title is like the writing on the spine of a book; the contents of the post should be sufficient by themsleves.2012-03-11
  • 0
    Maybe this should be moved to mathoverflow?2012-03-11
  • 0
    @Arturo, thanks for the help.2012-03-11
  • 1
    @Ben, now I am feeling the same. But Motizens feel that questions posted here should at least have a 24 hour life or more before they pass to the other elite society.2012-03-11
  • 1
    I have reposted this question on MO: http://mathoverflow.net/questions/90972/fermats-last-theorem-for-gaussian-integers-excluding-mathbbz-or-i-mathbb2012-03-12
  • 3
    This question has been answered on the bigger sister site.2012-03-14

1 Answers 1