\begin{thebibliography}{DFG15}

\bibitem[DFG13]{dfg12}
H.~Dietrich, P.~Faccin, and W.~A.~de Graaf.
\newblock Computing with real lie algebras: real forms, cartan decompositions,
  and cartan subalgebras.
\newblock {\em Journal of Symbolic Computation}, 56:27--45, 2013.

\bibitem[DFG15]{dfg15}
H.~Dietrich, P.~Faccin, and W.~A.~de Graaf.
\newblock Regular subalgebras and nilpotent orbits of real graded lie algebras.
\newblock {\em Journal of Algebra}, 423:1044--1079, 2015.

\bibitem[DG13]{hdwdg12}
H.~Dietrich and W.~A.~de Graaf.
\newblock A computational approach to the {K}ostant-{S}ekiguchi correspondence.
\newblock {\em Pacific Journal of Mathematics}, 265:349--379, 2013.

\bibitem[Gra12]{sla}
W.~A.~de Graaf.
\newblock {\sf SLA} - computing with {S}imple {L}ie {A}lgebras.
\newblock a {\sf GAP} package, 2012.
\newblock {\tt http://science.unitn.it/~degraaf/sla.html}, version 0.12.

\bibitem[Kna02]{knapp}
A.~W. Knapp.
\newblock {\em Lie groups beyond an introduction}, volume 140 of {\em Progress
  in Mathematics}.
\newblock Birkh\"auser Boston Inc., Boston, MA, second edition, 2002.

\end{thebibliography}
