The number of abc-equations c^n=a+b stisfying the strong abc-conjecture
We prove that the frequency of abc equations c^n = a+b satisfying the strong abc - conjecture is phi(c^n)/2+o(phi(c^n)/2), for n going to infinity.
math.NT↗
arXiv subjects
Publications and source records attributed to Constantine M. Petridi.
We prove that the frequency of abc equations c^n = a+b satisfying the strong abc - conjecture is phi(c^n)/2+o(phi(c^n)/2), for n going to infinity.