
doi: 10.1063/1.4905982
We investigate kernel density estimation where the kernel function varies from point to point. Density estimation in the input space means to find a set of coordinates on a statistical manifold. This novel perspective helps to combine efforts from information geometry and machine learning to spawn a family of density estimators. We present example models with simulations. We discuss the principle and theory of such density estimation.
Density estimation, 025.063, Information geometry, ddc: ddc:025.063
Density estimation, 025.063, Information geometry, ddc: ddc:025.063
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