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Tensor Index Notation
The tensind package provides a natural way to produce tensors symbols
with multiple up and down indices such as Rijkl and the like in LaTeX.
In LaTeX, one loads the package in the preamble:
\usepackage{tensind}
\tensordelimiter{?}
Then in the document one just enters $?R^i_{jk}^l?$ where in this case the ? designates
the beginning and end of the tensor expression.
In LyX, using the same input inside mathed won't work: LyX reorders the
indices such that lower indices always come first, which messes things up.
Here is a workaround: All indices after the first one need to be preceded by an empty
pair of brackets (entering "\{" in mathed). The resulting LateX code
$?R^i{}_{jk}{}^l?$ is understood by tensind
and it even looks nice in mathed.
To streamline this, you can optionally define a math macro
(I use \tudu for tensor, up-down-up) e.g. as follows: place the text
\newcommand{\tudu}[4]{?{#1}^{#2}{}_{#3}{}^{#4}?}
into a math box to get a math macro. Then into the still empty formatting box of the macro, paste
#1^{#2}{}_{#3}{}^{#4}
to make the display in LyX nice. The same can of course be done for other
index combinations. You now have a tensind up-down-up tensor with graphical input inside mathed. That's it.
LaTeX packages
