= Curved spacetime gamma matrices
{title2=$\gamma_a=e_a{}^I\Gamma_I,\quad\{\gamma_a,\gamma_b\}=2g_{ab}\mathbf1$}
= Curved gamma matrices
{synonym}
An orthonormal coframe converts fixed flat <gamma matrices> to coordinate-index Clifford multiplication. Its metric identity gives the curved anticommutation relation. The <spin connection> is chosen so that these matrices are covariantly constant under the combined spin and tensor connection, which is the tetrad postulate in Clifford form.
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