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Engineering Group Review Article 記事ID: igmin365

ANNex: Efficient Filtered Approximate Nearest Neighbor Search via Graph-Traversal Metadata Filtering

Machine Learning DOI10.61927/igmin365 Affiliation

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    IEEE Senior Member, USA

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要約

Approximate Nearest Neighbor (ANN) search is a foundational primitive in modern recommendation and retrieval systems. However, production deployments routinely require filtered ANN search-retrieving the top- K nearest neighbors that also satisfy metadata predicates-a requirement that popular highperformance libraries such as FAISS and ScaNN do not natively support without costly post-filtering loops. Existing solutions that support filtering, such as distributed search engines, introduce unacceptable latency and infrastructure overhead for latencysensitive candidate retrieval pipelines. We present ANNex, a production ANN system that integrates metadata filtering directly into HNSW graph traversal, eliminating the need for post-filtering iteration. ANNex introduces a Decreasing- K traversal strategy-the inverse of post-filtering's Increasing- K loop-in which already-visited nodes are tracked and excluded from subsequent traversals, reducing graph search depth with each iteration rather than increasing it. Combined with Product Quantization for memory compression, integer key optimization, and compiled filter functions for sub-millisecond predicate evaluation, ANNex achieves sub-30 ms p99 latency at production scale on 10 million 512-dimensional vectors with up to four concurrent clients per instance. We describe the system architecture, key design tradeoffs, and empirical evaluation results, providing a practical reference for practitioners building filtered ANN systems at scale.

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参考文献

    1. Malkov YA, Yashunin DA. Efficient and robust approximate nearest neighbor search using hierarchical navigable small world graphs. IEEE Trans Pattern Anal Mach Intell. 2018;42(4):824-36.
    2. Johnson J, Douze M, Jegou H. Billion-scale similarity search with GPUs. IEEE Trans Big Data. 2019;7(3):535-47.
    3. Guo R, et al. Accelerating large-scale inference with anisotropic vector quantization. In: Proc ICML. 2020.
    4. Jegou H, Douze M, Schmid C. Product quantization for nearest neighbor search. IEEE Trans Pattern Anal Mach Intell. 2011;33(1):117-28.
    5. Bernhardsson E. Annoy: Approximate nearest neighbors in C++/Python. GitHub repository. 2018. Available from: https://github.com/spotify/annoy
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    9. Malkov Y, et al. hnswlib: Header-only C++/Python library for fast approximate nearest neighbors. GitHub repository. Available from: https://github.com/nmslib/hnswlib
    10. Gollapudi S, et al. Filtered-DiskANN: Graph algorithms for approximate nearest neighbor search with filters. In: Proc ACM Web Conf (WWW). 2023. p. 3406-16.
    11. Patel L, Kraft P, Guestrin C, Zaharia M. ACORN: Performant and predicate-agnostic search over vector embeddings and structured data. Proc ACM Manag Data (SIGMOD). 2024;2(3).
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    13. Wang J, et al. Milvus: A purpose-built vector data management system. In: Proc ACM SIGMOD. 2021. p. 2614-27.

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