Complex Dirichlet Eta Function
For Eta(x) with x.i == 0, use the real Eta(x.r) function.
See: Real Dirichlet Eta Function
For complex x, use the same method as the real function, but let the terms
in the expansion take on complex values. The reflection formula is used if
x.r < −4.
See: Dirichlet Eta Function -- From MathWorld
And: Wolfram Function Evaluation -- Zeta (Eta(x) = (1−2^(1−x))*Zeta(x))
Return to Complex Computations
Return to Harry's Home Page
This page accessed times since Feb 13, 2006.
Page created by: email@example.com
Changes last made on Monday, 06-Aug-07 16:15:39 PDT