Last modified on 12 March 2014, at 16:54

Riemann zeta function

EnglishEdit

Alternative formsEdit

Riemann zeta-function

Proper nounEdit

Wikipedia has an article on:

Riemann zeta function

the Riemann zeta function (uncountable)

(mathematics) A holomorphic function whose domain is the set of complex numbers (except 1), and for a real number x greater than 1 equals the sum of the series $\sum_{n=0}^\infty \frac 1 {n^x}$ .

TranslationsEdit

function

Dutch: Riemann-zeta-functie
German: riemannsche ζ-Funktion f

Italian: funzione zeta di Riemann f
Spanish: función zeta de Riemann f