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    3. IVF-PQ (Inverted File with Product Quantization)

    IVF-PQ (Inverted File with Product Quantization)

    Vector indexing method combining inverted file index with product quantization for memory-efficient search. Reduces storage from 128x4 bytes to 32x1 bytes (1/16th) while maintaining search quality.

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    Websitelancedb.com
    PublishedMar 8, 2026

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    Concepts & Definitions

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    #Quantization#Indexing#Compression

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    IVF (Inverted File Index)

    IVF is an indexing technique widely used in vector databases where vectors are clustered into inverted lists (partitions), enabling efficient Approximate Nearest Neighbor search by probing only a subset of relevant partitions at query time.

    Overview

    IVF-PQ (Inverted File with Product Quantization) is a vector indexing method that combines two techniques: inverted file indexing for efficient search space reduction and product quantization for memory-efficient vector storage.

    How It Works

    Inverted File (IVF)

    • Partitions the vector space into clusters
    • Creates an inverted index mapping clusters to vectors
    • During search, only relevant clusters are examined

    Product Quantization (PQ)

    • Divides vectors into subvectors
    • Quantizes each subvector independently
    • Dramatically reduces memory footprint

    Storage Efficiency

    For 128-dimensional vectors divided into 32 subvectors:

    • Original storage: 128 × 4 bytes = 512 bytes
    • IVF-PQ storage: 32 × 1 byte = 32 bytes
    • Compression ratio: 1/16th of original size

    Performance Characteristics

    ScaNN (which builds upon IVF-PQ) achieves:

    • 5x QPS improvement over IVFFLAT on Cohere1M dataset
    • 6x QPS improvement over basic IVF-PQ
    • Maintains high recall rates with compressed vectors

    Relationship to ScaNN

    ScaNN is based on the IVF-PQ framework but introduces key optimizations:

    • Score-aware quantization loss
    • Anisotropic loss functions
    • SIMD in-register lookup tables

    Applications

    • Large-scale vector search with memory constraints
    • Balancing search speed and memory usage
    • Systems requiring high throughput with limited resources

    Trade-offs

    • Reduces memory usage significantly
    • Slight reduction in recall compared to exact search
    • Faster than exact search but slower than some graph-based methods