6 citations · 8 across the 2 of their papers we have counts for
2 papers
math.HO2012★ 6 cited
Specimen transformationis singularis serierum
Leonhard Euler, Artur Diener, Alexander Aycock
Euler starts with a hypergeometric series F(a, b, c, x), and differentiates it to get a functional relation. This relation is today known as Euler's identity. Then he integrates to…
math.HO2012★ 2 cited
De termino generali serierum hypergeometricarum
Leonhard Euler, Artur Diener, Alexander Aycock
Euler defines a function f(x) somehow as an infinite product and a generalization of [x], where [x] ist, what we now call following Legendre the Gamma-Funktion. He gets some recurs…