Category:Examples of Dilogarithm Function
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This category contains examples of Dilogarithm Function.
Spence's function is a special case of the polylogarithm, defined for $z \in \C$ by the integral:
- $\ds \map {\Li_2} z = -\int_0^z \frac {\map \Ln {1 - t} } t \rd t$
where:
- $\ds \int_0^z$ is an integral across the straight line in the complex plane connecting $0$ and $z$
- $\Ln$ is the principal branch of the complex natural logarithm.
Pages in category "Examples of Dilogarithm Function"
This category contains only the following page.