%---------------------------Jacobian-----------------------------
\section{Jacobian\label{s:tet-jacobian}}

This metric is defined as follows:
\begin{displaymath}
q = \left( \vec L_2 \times \vec L_0 \right) \cdot \vec L_3  
\end{displaymath}

\tetmetrictable{Jacobian}%
{$L^3$}%                  Dimension
{$[0,DBL\_MAX]$}%         Acceptable range
{$[0,DBL\_MAX]$}%         Normal range
{$[-DBL\_MAX,DBL\_MAX]$}% Full range
{$\frac{\sqrt{2}}{2}$}%   Equilateral tet
{\cite{knu:03}}%          Citation
{v\_tet\_jacobian}%                            Verdict function name