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https://issues.apache.org/jira/browse/LUCENE-9004?page=com.atlassian.jira.plugin.system.issuetabpanels:comment-tabpanel&focusedCommentId=16950620#comment-16950620
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Tomoko Uchida edited comment on LUCENE-9004 at 10/13/19 11:46 PM:
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I also really look forward to get this feature into Lucene!
FWIW, it seems like that there are several versions of the HNSW paper and I
think this is the latest revision (v4). Pseudo algorithm parts have been
refined or evolved from the original version ([~sokolov] introduced here)
though I've not yet closely checked the diffs and have no idea about they have
significant impacts here.
[https://arxiv.org/abs/1603.09320]
(I will check out / play with the PoC branch and share my findings, if it would
be useful.)
was (Author: tomoko uchida):
I also really look forward to get this feature into Lucene!
FWIW, it seems like that there are several versions of the HSNW paper and I
think this is the latest revision (v4). Pseudo algorithm parts have been
refined or evolved from the original version ([~sokolov] introduced here)
though I've not yet closely checked the diffs and have no idea about they have
significant impacts here.
https://arxiv.org/abs/1603.09320
(I will check out / play with the PoC branch and share my findings, if it would
be useful.)
> Approximate nearest vector search
> ---------------------------------
>
> Key: LUCENE-9004
> URL: https://issues.apache.org/jira/browse/LUCENE-9004
> Project: Lucene - Core
> Issue Type: New Feature
> Reporter: Michael Sokolov
> Priority: Major
>
> "Semantic" search based on machine-learned vector "embeddings" representing
> terms, queries and documents is becoming a must-have feature for a modern
> search engine. SOLR-12890 is exploring various approaches to this, including
> providing vector-based scoring functions. This is a spinoff issue from that.
> The idea here is to explore approximate nearest-neighbor search. Researchers
> have found an approach based on navigating a graph that partially encodes the
> nearest neighbor relation at multiple scales can provide accuracy > 95% (as
> compared to exact nearest neighbor calculations) at a reasonable cost. This
> issue will explore implementing HNSW (hierarchical navigable small-world)
> graphs for the purpose of approximate nearest vector search (often referred
> to as KNN or k-nearest-neighbor search).
> At a high level the way this algorithm works is this. First assume you have a
> graph that has a partial encoding of the nearest neighbor relation, with some
> short and some long-distance links. If this graph is built in the right way
> (has the hierarchical navigable small world property), then you can
> efficiently traverse it to find nearest neighbors (approximately) in log N
> time where N is the number of nodes in the graph. I believe this idea was
> pioneered in [1]. The great insight in that paper is that if you use the
> graph search algorithm to find the K nearest neighbors of a new document
> while indexing, and then link those neighbors (undirectedly, ie both ways) to
> the new document, then the graph that emerges will have the desired
> properties.
> The implementation I propose for Lucene is as follows. We need two new data
> structures to encode the vectors and the graph. We can encode vectors using a
> light wrapper around {{BinaryDocValues}} (we also want to encode the vector
> dimension and have efficient conversion from bytes to floats). For the graph
> we can use {{SortedNumericDocValues}} where the values we encode are the
> docids of the related documents. Encoding the interdocument relations using
> docids directly will make it relatively fast to traverse the graph since we
> won't need to lookup through an id-field indirection. This choice limits us
> to building a graph-per-segment since it would be impractical to maintain a
> global graph for the whole index in the face of segment merges. However
> graph-per-segment is a very natural at search time - we can traverse each
> segments' graph independently and merge results as we do today for term-based
> search.
> At index time, however, merging graphs is somewhat challenging. While
> indexing we build a graph incrementally, performing searches to construct
> links among neighbors. When merging segments we must construct a new graph
> containing elements of all the merged segments. Ideally we would somehow
> preserve the work done when building the initial graphs, but at least as a
> start I'd propose we construct a new graph from scratch when merging. The
> process is going to be limited, at least initially, to graphs that can fit
> in RAM since we require random access to the entire graph while constructing
> it: In order to add links bidirectionally we must continually update existing
> documents.
> I think we want to express this API to users as a single joint
> {{KnnGraphField}} abstraction that joins together the vectors and the graph
> as a single joint field type. Mostly it just looks like a vector-valued
> field, but has this graph attached to it.
> I'll push a branch with my POC and would love to hear comments. It has many
> nocommits, basic design is not really set, there is no Query implementation
> and no integration iwth IndexSearcher, but it does work by some measure using
> a standalone test class. I've tested with uniform random vectors and on my
> laptop indexed 10K documents in around 10 seconds and searched them at 95%
> recall (compared with exact nearest-neighbor baseline) at around 250 QPS. I
> haven't made any attempt to use multithreaded search for this, but it is
> amenable to per-segment concurrency.
> [1]
> https://www.semanticscholar.org/paper/Efficient-and-robust-approximate-nearest-neighbor-Malkov-Yashunin/699a2e3b653c69aff5cf7a9923793b974f8ca164
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