In (La)TeX, is there a way to redefine the command (that is "<backslash> <space>")?

I have lots of texts where is used as non-breakable space after "." characters like in Dr.\  or Mr.\  and I want to make that space in the output just a bit shorter than the normal space.

Please note, I do not want to change the texts, but rather redefine the macro in the preamble. Is this possible?

  • 3
    The \ macro inserts ordinary (breakable) space, not non-breakable space. For non-breakable space, you should use (and suitably modify, as necessary) the ~ symbol. – Mico Oct 24 '14 at 5:59

I would strongly recommend against this, but it can be done. The command is a primitive meaning 'a normal space' so shows up in various places, in particular the definition of \nonbreakspace. Thus a 'safe' redefinition of must at least deal with that:

\let\hardspace\ %
%\let\ ~

Some text to show that this is now a non-breaking space in a demo:
Mr.\ Black.

\let\ ~

Some text to show that this is now a non-breaking space in a demo:
Mr.\ Black.


I've commented out \let\ ~ in the preamble in the above so that the demo shows the effect of the change, but in a real case you'd apply it to everything. As pointed out by others, you really should use the correct mark-up to differentiate between a 'forced' normal space and a non-breaking space.

  • As the poster I have to explain what the reason for my question was: I write my papers in Markdown and convert them with pandoc via LaTeX to pdf or to html. Markdown has basckslash-space as non-breakable space and I though that the same is in TeX, but of course not: So pandoc converts the Markdown-backslash-space into TeX-tilde, so if anything I redefine tilde in LaTeX as a little narrower space. Done that and it works great. But your answer is of course perfectly valid for the backslash-space redefinition. – halloleo Nov 1 '14 at 1:24

For example, starting from the definition of ~:

\def\hallospace{\penalty\@M \kern0.3em} % say, 0.3em
\let\oldspace=\ %
\let\ =\hallospace

(And remember to use ~ as an unbreakable space in the future).

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