The discussion centers on finding the antiderivative of the function x/ln(x). It is noted that there is no closed-form solution for this integral using elementary functions. However, a closed expression involving the exponential integral function, denoted as Ei, is provided: the antiderivative can be expressed as -Ei(1, 2ln(x)). The use of the Ei function is highlighted as significant, contributing to deeper insights in mathematical theory, despite the lack of a primitive function for the integral.