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The Riemann Zeta Function

Calling Sequence:
Zeta(
x)
Parameters:
x : real$\geq 0$

Returns: real

Synopsis: This function computes the Riemman Zeta function $Zeta(s) =
\sum\limits_{i=1 \ldots \inf} \(frac{1}{i^{z}})$ .
\par\noindent
{\bf...
...end{verbatim}\end{tex2html_preform}\normalsize {
\par\hline
\vspace*{0.1cm}
\par$Zeta(s) = _i=1 ... frac1iz).

Examples:

> Zeta(Pi);




Gaston Gonnet
1998-09-15