Gaussian Approximation of Besov Functions for Logistic Classification on Manifolds
arXiv:2610.27022v1 Announce Type: new Abstract: We study Gaussian kernel approximation and regularized logistic classification on a connected compact smooth embedded manifold $X\subset\mathbb R^d$ without boundary and of intrinsic dimension $\varrho$. Two main challenges are to derive a fast oracle…
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- 2026-10-21 04:00 · arXiv stat.ML
Gaussian Approximation of Besov Functions for Logistic Classification on Manifolds