Actually, similar symbols are used by physicists, known as quantum group
operators. They can appear in left and right variants.
: _
: 1|
:
:that is, it's the vertical and horizontal lines, not the "1". It needs
:to work in subscripts and it needs to work with text longer than 1,
:e.g.,
:
: A _______
: 1234568|
Here's a solution drawn from my archives (originally due to Peter Schmitt,
Wien) (not tested, if it works in sub/super-scripts):
\def\L#1{\hbox{\vrule\vbox{\hrule\kern.6pt%
\hbox{\kern.6pt$\mathstrut#1$\kern.6pt}\kern.6pt}}}
\def\R#1{\hbox{\vbox{\hrule\kern.6pt%
\hbox{\kern.6pt$\mathstrut#1$\kern.6pt}\kern.6pt}\vrule}}
$\L{a}$
$\L{a^2}$
$\L{\L{a^2}}$
$\R{\L{a^2}}$
$\R{\L{\L{a^2}}}$
$\R{\sqrt{a^2+b^3}}$
\end
--J"org Knappen.
:
:--
:University of Illinois at Champaign-Urbana, Dept. Of Mathematics
:INTERNET: ad...@math.uiuc.edu or lewe...@uiuc.edu
:
_
1|
that is, it's the vertical and horizontal lines, not the "1". It needs
to work in subscripts and it needs to work with text longer than 1,
e.g.,
A _______
1234568|
--