Nyström landmark sampling and regularized Christoffel functions

Selecting diverse and important items, called landmarks, from a large set is a problem of interest in machine learning. As a specific example, in order to deal with large training sets, kernel methods often rely on low rank matrix Nyström approximations based on the selection or sampling of landmarks. In this context, we propose a deterministic and a randomized adaptive algorithm for selecting…

Paper

Similar papers

© 2026 NYSGPT2525 LLC