Dirac bracket
= Dirac bracket
{c}
Second-class constraints $\chi_a$ with invertible bracket matrix can be eliminated with a modified bracket. For an ordinary even constraint set it is $\{F,G\}_D=\{F,G\}-\{F,\chi_a\}(C^{-1})^{ab}\{\chi_b,G\}$, $C_{ab}=\{\chi_a,\chi_b\}$. Graded constraints require the matching graded sign convention.