2021

Projective Clustering Product Quantization

Krishnan, Aditya, Liberty, Edo

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This paper suggests the use of projective clustering based product quantization for improving nearest neighbor and max-inner-product vector search (MIPS) algorithms.

  • We provide anisotropic and quantized variants of projective clustering which outperform previous clustering methods used for this problem such as ScaNN.
  • We show that even with comparable running time complexity, in terms of lookup-multiply-adds, projective clustering produces more quantization centers resulting in more accurate dot-product estimates.
  • We provide thorough experimentation to support our claims.

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