1 h 5 min
Nearest Neighbor Methods I
Computer Science, Computational Mathematics and seminar by Ilya Razenshteyn, Microsoft Research
Friday 09:30–10:30 Los Angeles (GMT-7)
Recording available
Berkeley, United States
Recording
Abstract
This two-part tutorial considers the problem of indexing points in a metric space so that a query can efficiently retrieve an approximately closest stored point. It surveys established and newer data structures for high-dimensional nearest-neighbor search. The first part examines search under the l1 and Euclidean l2 distances, including locality-sensitive hashing and data-dependent hashing. The second part turns to non-Euclidean geometries and recent approaches such as spectral partitioning for metric spaces.