AdvancedMathDirichletEta Method |
Namespace: Meta.Numerics.Functions
Exception | Condition |
---|---|
ArgumentOutOfRangeException | x is negative. |
The Dirichlet eta function is the sum of the xth inverse power of the natural numbers, with alternating signs.
Because these are just the terms of the Riemann zeta function (RiemannZeta(Double)) with alternating signs, it is also called the alternating zeta function.
It can be related to the Riemann ζ function.