Główne pojęcia
The author presents efficient routing methods for large-scale nearest neighbor search using balanced graph partitioning, achieving significant performance improvements over existing methods.
Streszczenie
The content discusses the fundamental problem of decomposing a large-scale approximate nearest neighbor search into smaller subproblems. It introduces efficient routing algorithms that are modular and can be used with any partitioning method. The approach outperforms existing scalable partitioning methods by up to 2.14x higher QPS at 90% recall@10 than the best competitor. The paper also addresses limitations of previous approaches and provides theoretical guarantees for the routing step.
Key points include:
Introduction to nearest neighbor search in high-dimensional space.
Focus on approximate nearest neighbor search due to computational complexity.
Overview of successful methods based on quantization, pruning, and index data structures.
Discussion on graph-based indices and flat inverted indices.
Explanation of the decomposition process through partitioning and routing algorithms.
Comparison of different partitioning methods like k-means clustering and balanced graph partitioning.
Introduction of fast, accurate, and modular combinatorial routing methods (KRT and HRT).
Theoretical guarantees provided for the performance of routing algorithms.
Empirical evaluation showing significant improvements in throughput compared to baseline methods.
Statystyki
Achieving up to 2.14x higher QPS at 90% recall@10 than the best competitor.
Training KRT in half an hour on billion-point datasets compared to multiple hours required by neural network approaches on smaller datasets.