Riemann zeta function

See also: Riemann zeta-function

Contents

EnglishEdit

Alternative formsEdit

• Riemann zeta-function

Proper nounEdit

Riemann zeta function ‎(uncountable)

1. (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}}}$$\sum _{n=0}^{\infty }{\frac {1}{n^{x}}}$.

HypernymsEdit

• function

TranslationsEdit

function

• Dutch: Riemann-zeta-functie
• German: riemannsche ζ-Funktion f
• Italian: funzione zeta di Riemann f

• Spanish: función zeta de Riemann f
• Turkish: Riemann zeta fonksiyonu

ReferencesEdit

• Riemann zeta function on Wikipedia.Wikipedia