It's done first draft wahoo

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2026-08-31 23:58:01 +03:00
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@@ -117,7 +117,7 @@ then multiplying numerator and denominator by $\sigma_0'(\tau - f_\theta(\mathbf
\paragraph{Efficient computation via the sigmoid identity.}
Direct evaluation of \eqref{eq:kde-grad-tau} requires computing $\sigma_0'$ for every
point — potentially unstable when a point is far from $\tau$. For the sigmoid kernel,
point, potentially unstable when a point is far from $\tau$. For the sigmoid kernel,
the identity
\begin{equation}