Source
- verbatim from https://tex.stackexchange.com/a/74354/239888
There are a number of horizontal spacing macros for LaTeX:
\,inserts a.16667emspace in text mode, or\thinmuskip(equivalent to3mu) in math mode; there’s an equivalent\thinspacemacro;\!is the negative equivalent to\,; there’s an equivalent\negthinspacemacro;\>(or\:) inserts a.2222emspace in text mode, or\medmuskip(equivalent to4.0mu plus 2.0mu minus 4.0mu) in math mode; there’s an equivalent\medspace;\negmedspaceis the negative equivalent to\medspace;\;inserts a.2777emspace in text mode, or\thickmuskip(equivalent to5.0mu plus 5.0mu) in math mode; there’s an equivalent\thickspace;\negthickspaceis the negative equivalent to\thickspace;\enspaceinserts a space of.5emin text or math mode;\quadinserts a space of1emin text or math mode;\qquadinserts a space of2emin text or math mode;\kern <len>inserts a skip of<len>(may be negative) in text or math mode (a plain TeX skip); there’s also amath-specific\mkern <math len>;\hskip <len>(similar to\kern);\hspace{<len>}inserts a space of length<len>(may be negative) in math or text mode (a LaTeX\hskip);\hphantom{<stuff>}inserts space of length equivalent to<stuff>in math or text mode.\phantom{<stuff>}is similar, inserting a horizontal and vertical space that matches<stuff>. Should be\protected when used in fragile commands (like\captionand sectional headings);\inserts what is called a “control space” (in text or math mode);inserts an inter-word space in text mode (and is gobbled in math mode). Similarly for\spaceand{ }.~inserts an “unbreakable” space (similar to an HTML ) (in text or math mode);\hfillinserts a so-called “rubber length” or stretch between elements (in text or math mode). Note that you may need to provide a type of anchor to fill from/to; see What is the difference between\hspace*{\fill}and\hfill?;
Your usage should work in math mode, so try $\:$.
\documentclass{article}
\usepackage[margin=1in]{geometry}% Just for this example
\setlength{\parindent}{0pt}% Just for this example
\begin{document}
There are a number of horizontal spacing macros for LaTeX:
\begin{tabular}{lp{5cm}}
\verb|a\,b| & a\,b \quad $a\, b$ \\
\verb|a\thinspace b| & a\thinspace b \quad $a\thinspace b$ \\
\verb|a\!b| & a\!b \quad $a\!b$ \\
\verb|a\negthinspace b| & a\negthinspace b \quad $a\negthinspace b$ \\
\verb|a\:b| & a\:b \quad $a\:b$ \\
\verb|a\>b| & a\>b \quad $a\>b$ \\
\verb|a\medspace b| & a\medspace b \quad $a\medspace b$ \\
\verb|a\negmedspace b| & a\negmedspace b \quad $a\negmedspace b$ \\
\verb|a\;b| & a\;b \quad $a\;b$ \\
\verb|a\thickspace b| & a\thickspace b \quad $a\thickspace b$ \\
\verb|a\negthickspace b| & a\negthickspace b \quad $a\negthickspace b$ \\
\verb|$a\mkern\thinmuskip b$| & $a\mkern\thinmuskip b$ (similar to \verb|\,|) \\
\verb|$a\mkern-\thinmuskip b$| & $a\mkern-\thinmuskip b$ (similar to \verb|\!|) \\
\verb|$a\mkern\medmuskip b$| & $a\mkern\medmuskip b$ (similar to \verb|\:| or \verb|\>|) \\
\verb|$a\mkern-\medmuskip b$| & $a\mkern-\medmuskip b$ (similar to \verb|\negmedspace|) \\
\verb|$a\mkern\thickmuskip b$| & $a\mkern\thickmuskip b$ (similar to \verb|\;|) \\
\verb|$a\mkern-\thickmuskip b$| & $a\mkern-\thickmuskip b$ (similar to \verb|\negthickspace|) \\
\verb|a\enspace b| & a\enspace b \\
\verb|$a\enspace b$| & $a\enspace b$ \\
\verb|a\quad b| & a\quad b \\
\verb|$a\quad b$| & $a\quad b$ \\
\verb|a\qquad b| & a\qquad b \\
\verb|$a\qquad b$| & $a\qquad b$ \\
\verb|a\hskip 1em b| & a\hskip 1em b \\
\verb|$a\hskip 1em b$| & $a\hskip 1em b$ \\
\verb|a\kern 1pc b| & a\kern 1pc b \\
\verb|$a\kern 1pc b$| & $a\kern 1pc b$ \\
\verb|$a\mkern 17mu b$| & $a\mkern 17mu b$ \\
\verb|a\hspace{35pt}b| & a\hspace{35pt}b \\
\verb|$a\hspace{35pt}b$| & $a\hspace{35pt}b$ \\
\verb|axyzb| & axyzb \\
\verb|a\hphantom{xyz}b| & a\hphantom{xyz}b (or just \verb|\phantom|) \\
\verb|$axyzb$| & $axyzb$ \\
\verb|$a\hphantom{xyz}b$| & $a\hphantom{xyz}b$ (or just \verb|\phantom|) \\
\verb|a b| & a b \\
\verb|$a b$| & $a b$ \\
\verb|a\space b| & a\space b \\
\verb|$a\space b$| & $a\space b$ \\
\verb|a\ b| & a\ b \\
\verb|$a\ b$| & $a\ b$ \\
\verb|a{ }b| & a{ }b \\
\verb|$a{ }b$| & $a{ }b$ \\
\verb|a~b| & a~b \\
\verb|$a~b$| & $a~b$ \\
\verb|a\hfill b| & a\hfill b \\
\verb|$a\hfill b$| & $a\hfill b$
\end{tabular}
\end{document}