On the equation a(x...-1)/(x-1)=b(y...-1)/(y-1).
On the equation aX⁴-bY² = 2
On the equation
On the equation .
On the equation with 0 < i₀ < k-1
On the equation .
On the equation x² + dy² = Fₙ
On the equation x(x+1)... (x+k-1) = y(y+d)... (y+(mk-1)d), m=1,2
On the equation
On the equation
On the equation
In this paper we investigate the solutions of the equation in the title, where is the Euler function. We first show that it suffices to find the solutions of the above equation when and and are coprime positive integers. For this last equation, we show that aside from a few small solutions, all the others are in a one-to-one correspondence with the Fermat primes.
On the equivariant main conjecture of Iwasawa theory
On the equivariant Tamagawa number conjecture for Abelian extensions of a quadratic imaginary field.
On the equivariant Tamagawa number conjecture for Tate motives. II.
On the Erdős-Turán inequality for balls
On the ergodicity of the Weyl sums cocycle
On the error function in the asymptotic formula for the counting function of k-full numbers
On the Error Term for the Counting Functions of Finite Abelian Groups.
On the error term in multidimensional diophantine approximation
On the error term in the linear sieve