Definition:Logarithmic Integral/Eulerian

Definition
The Eulerian logarithmic integral is defined as:


 * $\displaystyle \operatorname {Li} \left({x}\right) = \int_2^x \frac {\mathrm d t}{\ln \left({t}\right)}$

where $\ln$ denotes the natural logarithm function.

Also known as
The Eulerian logarithmic integral is also known as the offset logarithmic integral.