I want to write ``conditional limit'' in math mode, which contains a right arrow, a down arrow and three parameters (the expression tends to A while B goes to C).
I have tried to solve it with \mkern
, but it's not the best.
MWE:
\documentclass{article}
\usepackage[T1]{fontenc}
\usepackage[utf8]{inputenc}
\usepackage[english]{babel}
\usepackage{amsmath}
\def\limdownarrow{\qopname\relax m{\downarrow}}
\begin{document}
The expression goes to zero, while $\epsilon$ goes to zero:
$$\lim\limits_{\epsilon\to0} \left( F(x+\epsilon) - F(x-\epsilon) \right) = 0$$
Which could be written as:
$$F(x+\epsilon) - F(x-\epsilon) \to \mkern-19mu\limdownarrow_0^{\epsilon} 0 $$
\end{document}
Creates:
Is there any ``bulit-in'' operator for this quest?
.. \xrightarrowp\epsilon\downarrow0]{} 0