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Laplace Kernel

techniqueactivelaplace-kernel-d74d6c92·1 events·first seen 26d ago

Aliases: Laplace Kernel

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2arXiv · cs.AI·26d ago·source ↗

Finite-Particle Convergence Rates for Conservative and Non-Conservative Drifting Models

This paper proposes and analyzes a conservative drifting method for one-step generative modeling, replacing displacement-based velocity with a kernel density estimator (KDE)-gradient velocity. The authors prove continuous-time finite-particle convergence bounds and derive explicit rates depending on bandwidth and dimensionality.