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Q = \sum_i (e2_{ii} - a_i^2)
L_o(x,\vec{w}) = L_e(x, \vec{w}) +
\int_\Omega f_r(x,\vec{w}',\vec{w})
L_i(x,\vec{w}')(\vec{w}'\cdot\vec{n})d\vec{w}' .
{}_{y=\frac{d}{dx}f(x)}
{}_{\rho_{mt}^2}
{}_{m^\star}