F.75. vector (pgvector)#

F.75. vector (pgvector)

F.75. vector (pgvector) #

Open-source vector similarity search for Postgres.

Store your vectors with the rest of your data. Supports:

  • exact and approximate nearest neighbor search

  • single-precision, half-precision, binary, and sparse vectors

  • L2 distance, inner product, cosine distance, L1 distance, Hamming distance, and Jaccard distance

  • any language with a Postgres client

Plus ACID compliance, point-in-time recovery, JOINs, and all of the other great features of Postgres

F.75.1. About vector #

Version: 0.8.0

GitHub

F.75.2. Getting Started #

Enable the extension (do this once in each database where you want to use it)

CREATE EXTENSION vector;

Create a vector column with 3 dimensions

CREATE TABLE items (id bigserial PRIMARY KEY, embedding vector(3));

Insert vectors

INSERT INTO items (embedding) VALUES ('[1,2,3]'), ('[4,5,6]');

Get the nearest neighbors by L2 distance

SELECT * FROM items ORDER BY embedding <-> '[3,1,2]' LIMIT 5;

Also supports inner product (<#>), cosine distance (<=>), and L1 distance (<+>)

Note: <#> returns the negative inner product since Postgres only supports ASC order index scans on operators

F.75.3. Storing #

Create a new table with a vector column

CREATE TABLE items (id bigserial PRIMARY KEY, embedding vector(3));

Or add a vector column to an existing table

ALTER TABLE items ADD COLUMN embedding vector(3);

Also supports half-precision, binary, and sparse vectors

Insert vectors

INSERT INTO items (embedding) VALUES ('[1,2,3]'), ('[4,5,6]');

Or load vectors in bulk using COPY (example)

COPY items (embedding) FROM STDIN WITH (FORMAT BINARY);

Upsert vectors

INSERT INTO items (id, embedding) VALUES (1, '[1,2,3]'), (2, '[4,5,6]')
    ON CONFLICT (id) DO UPDATE SET embedding = EXCLUDED.embedding;

Update vectors

UPDATE items SET embedding = '[1,2,3]' WHERE id = 1;

Delete vectors

DELETE FROM items WHERE id = 1;

F.75.4. Querying #

Get the nearest neighbors to a vector

SELECT * FROM items ORDER BY embedding <-> '[3,1,2]' LIMIT 5;

Supported distance functions are:

  • <-> - L2 distance

  • <#> - (negative) inner product

  • <=> - cosine distance

  • <+> - L1 distance

  • <~> - Hamming distance (binary vectors)

  • <%> - Jaccard distance (binary vectors)

Get the nearest neighbors to a row

SELECT * FROM items WHERE id != 1 ORDER BY embedding <-> (SELECT embedding FROM items WHERE id = 1) LIMIT 5;

Get rows within a certain distance

SELECT * FROM items WHERE embedding <-> '[3,1,2]' < 5;

Note: Combine with ORDER BY and LIMIT to use an index

F.75.4.1. Distances #

Get the distance

SELECT embedding <-> '[3,1,2]' AS distance FROM items;

For inner product, multiply by -1 (since <#> returns the negative inner product)

SELECT (embedding <#> '[3,1,2]') * -1 AS inner_product FROM items;

For cosine similarity, use 1 - cosine distance

SELECT 1 - (embedding <=> '[3,1,2]') AS cosine_similarity FROM items;

F.75.4.2. Aggregates #

Average vectors

SELECT AVG(embedding) FROM items;

Average groups of vectors

SELECT category_id, AVG(embedding) FROM items GROUP BY category_id;

F.75.5. Indexing #

By default, pgvector performs exact nearest neighbor search, which provides perfect recall.

You can add an index to use approximate nearest neighbor search, which trades some recall for speed. Unlike typical indexes, you will see different results for queries after adding an approximate index.

Supported index types are:

F.75.6. HNSW #

An HNSW index creates a multilayer graph. It has better query performance than IVFFlat (in terms of speed-recall tradeoff), but has slower build times and uses more memory. Also, an index can be created without any data in the table since there isn’t a training step like IVFFlat.

Add an index for each distance function you want to use.

L2 distance

CREATE INDEX ON items USING hnsw (embedding vector_l2_ops);

Note: Use halfvec_l2_ops for halfvec and sparsevec_l2_ops for sparsevec (and similar with the other distance functions)

Inner product

CREATE INDEX ON items USING hnsw (embedding vector_ip_ops);

Cosine distance

CREATE INDEX ON items USING hnsw (embedding vector_cosine_ops);

L1 distance

CREATE INDEX ON items USING hnsw (embedding vector_l1_ops);

Hamming distance

CREATE INDEX ON items USING hnsw (embedding bit_hamming_ops);

Jaccard distance

CREATE INDEX ON items USING hnsw (embedding bit_jaccard_ops);

Supported types are:

  • vector - up to 2,000 dimensions

  • halfvec - up to 4,000 dimensions

  • bit - up to 64,000 dimensions

  • sparsevec - up to 1,000 non-zero elements

F.75.6.1. Index Options #

Specify HNSW parameters

  • m - the max number of connections per layer (16 by default)

  • ef_construction - the size of the dynamic candidate list for constructing the graph (64 by default)

CREATE INDEX ON items USING hnsw (embedding vector_l2_ops) WITH (m = 16, ef_construction = 64);

A higher value of ef_construction provides better recall at the cost of index build time / insert speed.

F.75.6.2. Query Options #

Specify the size of the dynamic candidate list for search (40 by default)

SET hnsw.ef_search = 100;

A higher value provides better recall at the cost of speed.

Use SET LOCAL inside a transaction to set it for a single query

BEGIN;
SET LOCAL hnsw.ef_search = 100;
SELECT ...
COMMIT;

F.75.6.3. Index Build Time #

Indexes build significantly faster when the graph fits into maintenance_work_mem

SET maintenance_work_mem = '8GB';

A notice is shown when the graph no longer fits

NOTICE:  hnsw graph no longer fits into maintenance_work_mem after 100000 tuples
DETAIL:  Building will take significantly more time.
HINT:  Increase maintenance_work_mem to speed up builds.

Note: Do not set maintenance_work_mem so high that it exhausts the memory on the server

Like other index types, it’s faster to create an index after loading your initial data

You can also speed up index creation by increasing the number of parallel workers (2 by default)

SET max_parallel_maintenance_workers = 7; -- plus leader

For a large number of workers, you may also need to increase max_parallel_workers (8 by default)

F.75.6.4. Indexing Progress #

Check indexing progress

SELECT phase, round(100.0 * blocks_done / nullif(blocks_total, 0), 1) AS "%" FROM pg_stat_progress_create_index;

The phases for HNSW are:

  1. initializing

  2. loading tuples

F.75.7. IVFFlat #

An IVFFlat index divides vectors into lists, and then searches a subset of those lists that are closest to the query vector. It has faster build times and uses less memory than HNSW, but has lower query performance (in terms of speed-recall tradeoff).

Three keys to achieving good recall are:

  1. Create the index after the table has some data

  2. Choose an appropriate number of lists - a good place to start is rows / 1000 for up to 1M rows and sqrt(rows) for over 1M rows

  3. When querying, specify an appropriate number of probes (higher is better for recall, lower is better for speed) - a good place to start is sqrt(lists)

Add an index for each distance function you want to use.

L2 distance

CREATE INDEX ON items USING ivfflat (embedding vector_l2_ops) WITH (lists = 100);

Note: Use halfvec_l2_ops for halfvec (and similar with the other distance functions)

Inner product

CREATE INDEX ON items USING ivfflat (embedding vector_ip_ops) WITH (lists = 100);

Cosine distance

CREATE INDEX ON items USING ivfflat (embedding vector_cosine_ops) WITH (lists = 100);

Hamming distance

CREATE INDEX ON items USING ivfflat (embedding bit_hamming_ops) WITH (lists = 100);

Supported types are:

  • vector - up to 2,000 dimensions

  • halfvec - up to 4,000 dimensions

  • bit - up to 64,000 dimensions

F.75.7.1. Query Options #

Specify the number of probes (1 by default)

SET ivfflat.probes = 10;

A higher value provides better recall at the cost of speed, and it can be set to the number of lists for exact nearest neighbor search (at which point the planner won’t use the index)

Use SET LOCAL inside a transaction to set it for a single query

BEGIN;
SET LOCAL ivfflat.probes = 10;
SELECT ...
COMMIT;

F.75.7.2. Index Build Time #

Speed up index creation on large tables by increasing the number of parallel workers (2 by default)

SET max_parallel_maintenance_workers = 7; -- plus leader

For a large number of workers, you may also need to increase max_parallel_workers (8 by default)

F.75.7.3. Indexing Progress #

Check indexing progress

SELECT phase, round(100.0 * tuples_done / nullif(tuples_total, 0), 1) AS "%" FROM pg_stat_progress_create_index;

The phases for IVFFlat are:

  1. initializing

  2. performing k-means

  3. assigning tuples

  4. loading tuples

Note: % is only populated during the loading tuples phase

F.75.8. Filtering #

There are a few ways to index nearest neighbor queries with a WHERE clause.

SELECT * FROM items WHERE category_id = 123 ORDER BY embedding <-> '[3,1,2]' LIMIT 5;

A good place to start is creating an index on the filter column. This can provide fast, exact nearest neighbor search in many cases. Postgres has a number of index types for this: B-tree (default), hash, GiST, SP-GiST, GIN, and BRIN.

CREATE INDEX ON items (category_id);

For multiple columns, consider a multicolumn index.

CREATE INDEX ON items (location_id, category_id);

Exact indexes work well for conditions that match a low percentage of rows. Otherwise, approximate indexes can work better.

CREATE INDEX ON items USING hnsw (embedding vector_l2_ops);

With approximate indexes, filtering is applied after the index is scanned. If a condition matches 10% of rows, with HNSW and the default hnsw.ef_search of 40, only 4 rows will match on average. For more rows, increase hnsw.ef_search.

SET hnsw.ef_search = 200;

Starting with 0.8.0, you can enable iterative index scans, which will automatically scan more of the index when needed.

SET hnsw.iterative_scan = strict_order;

If filtering by only a few distinct values, consider partial indexing.

CREATE INDEX ON items USING hnsw (embedding vector_l2_ops) WHERE (category_id = 123);

If filtering by many different values, consider partitioning.

CREATE TABLE items (embedding vector(3), category_id int) PARTITION BY LIST(category_id);

F.75.9. Iterative Index Scans #

Added in 0.8.0

With approximate indexes, queries with filtering can return less results since filtering is applied after the index is scanned. Starting with 0.8.0, you can enable iterative index scans, which will automatically scan more of the index until enough results are found (or it reaches hnsw.max_scan_tuples or ivfflat.max_probes).

Iterative scans can use strict or relaxed ordering.

Strict ensures results are in the exact order by distance

SET hnsw.iterative_scan = strict_order;

Relaxed allows results to be slightly out of order by distance, but provides better recall

SET hnsw.iterative_scan = relaxed_order;
# or
SET ivfflat.iterative_scan = relaxed_order;

With relaxed ordering, you can use a materialized CTE to get strict ordering

WITH relaxed_results AS MATERIALIZED (
    SELECT id, embedding <-> '[1,2,3]' AS distance FROM items WHERE category_id = 123 ORDER BY distance LIMIT 5
) SELECT * FROM relaxed_results ORDER BY distance;

For queries that filter by distance, use a materialized CTE and place the distance filter outside of it for best performance (due to the current behavior of the Postgres executor)

WITH nearest_results AS MATERIALIZED (
    SELECT id, embedding <-> '[1,2,3]' AS distance FROM items ORDER BY distance LIMIT 5
) SELECT * FROM nearest_results WHERE distance < 5 ORDER BY distance;

Note: Place any other filters inside the CTE

F.75.9.1. Iterative Scan Options #

Since scanning a large portion of an approximate index is expensive, there are options to control when a scan ends.

F.75.9.1.1. HNSW #

Specify the max number of tuples to visit (20,000 by default)

SET hnsw.max_scan_tuples = 20000;

Note: This is approximate and does not affect the initial scan

Specify the max amount of memory to use, as a multiple of work_mem (1 by default)

SET hnsw.scan_mem_multiplier = 2;

Note: Try increasing this if increasing hnsw.max_scan_tuples does not improve recall

F.75.9.1.2. IVFFlat #

Specify the max number of probes

SET ivfflat.max_probes = 100;

Note: If this is lower than ivfflat.probes, ivfflat.probes will be used

F.75.10. Half-Precision Vectors #

Use the halfvec type to store half-precision vectors

CREATE TABLE items (id bigserial PRIMARY KEY, embedding halfvec(3));

F.75.11. Half-Precision Indexing #

Index vectors at half precision for smaller indexes

CREATE INDEX ON items USING hnsw ((embedding::halfvec(3)) halfvec_l2_ops);

Get the nearest neighbors

SELECT * FROM items ORDER BY embedding::halfvec(3) <-> '[1,2,3]' LIMIT 5;

F.75.12. Binary Vectors #

Use the bit type to store binary vectors (example)

CREATE TABLE items (id bigserial PRIMARY KEY, embedding bit(3));
INSERT INTO items (embedding) VALUES ('000'), ('111');

Get the nearest neighbors by Hamming distance

SELECT * FROM items ORDER BY embedding <~> '101' LIMIT 5;

Also supports Jaccard distance (<%>)

F.75.13. Binary Quantization #

Use expression indexing for binary quantization

CREATE INDEX ON items USING hnsw ((binary_quantize(embedding)::bit(3)) bit_hamming_ops);

Get the nearest neighbors by Hamming distance

SELECT * FROM items ORDER BY binary_quantize(embedding)::bit(3) <~> binary_quantize('[1,-2,3]') LIMIT 5;

Re-rank by the original vectors for better recall

SELECT * FROM (
    SELECT * FROM items ORDER BY binary_quantize(embedding)::bit(3) <~> binary_quantize('[1,-2,3]') LIMIT 20
) ORDER BY embedding <=> '[1,-2,3]' LIMIT 5;

F.75.14. Sparse Vectors #

Use the sparsevec type to store sparse vectors

CREATE TABLE items (id bigserial PRIMARY KEY, embedding sparsevec(5));

Insert vectors

INSERT INTO items (embedding) VALUES ('{1:1,3:2,5:3}/5'), ('{1:4,3:5,5:6}/5');

The format is {index1:value1,index2:value2}/dimensions and indices start at 1 like SQL arrays

Get the nearest neighbors by L2 distance

SELECT * FROM items ORDER BY embedding <-> '{1:3,3:1,5:2}/5' LIMIT 5;

F.75.16. Indexing Subvectors #

Use expression indexing to index subvectors

CREATE INDEX ON items USING hnsw ((subvector(embedding, 1, 3)::vector(3)) vector_cosine_ops);

Get the nearest neighbors by cosine distance

SELECT * FROM items ORDER BY subvector(embedding, 1, 3)::vector(3) <=> subvector('[1,2,3,4,5]'::vector, 1, 3) LIMIT 5;

Re-rank by the full vectors for better recall

SELECT * FROM (
    SELECT * FROM items ORDER BY subvector(embedding, 1, 3)::vector(3) <=> subvector('[1,2,3,4,5]'::vector, 1, 3) LIMIT 20
) ORDER BY embedding <=> '[1,2,3,4,5]' LIMIT 5;

F.75.17. Performance #

F.75.17.1. Tuning #

Use a tool like PgTune to set initial values for Postgres server parameters. For instance, shared_buffers should typically be 25% of the server’s memory. You can find the config file with:

SHOW config_file;

And check individual settings with:

SHOW shared_buffers;

Be sure to restart Postgres for changes to take effect.

F.75.17.2. Loading #

Use COPY for bulk loading data (example).

COPY items (embedding) FROM STDIN WITH (FORMAT BINARY);

Add any indexes after loading the initial data for best performance.

F.75.17.3. Indexing #

See index build time for HNSW and IVFFlat.

In production environments, create indexes concurrently to avoid blocking writes.

CREATE INDEX CONCURRENTLY ...

F.75.17.4. Querying #

Use EXPLAIN ANALYZE to debug performance.

EXPLAIN ANALYZE SELECT * FROM items ORDER BY embedding <-> '[3,1,2]' LIMIT 5;

F.75.17.5. Vacuuming #

Vacuuming can take a while for HNSW indexes. Speed it up by reindexing first.

REINDEX INDEX CONCURRENTLY index_name;
VACUUM table_name;

F.75.18. Monitoring #

Monitor performance with pg_stat_statements (be sure to add it to shared_preload_libraries).

CREATE EXTENSION pg_stat_statements;

Get the most time-consuming queries with:

SELECT query, calls, ROUND((total_plan_time + total_exec_time) / calls) AS avg_time_ms,
    ROUND((total_plan_time + total_exec_time) / 60000) AS total_time_min
    FROM pg_stat_statements ORDER BY total_plan_time + total_exec_time DESC LIMIT 20;

Note: Replace total_plan_time + total_exec_time with total_time for Postgres < 13

Monitor recall by comparing results from approximate search with exact search.

BEGIN;
SET LOCAL enable_indexscan = off; -- use exact search
SELECT ...
COMMIT;

F.75.19. Scaling #

Scale pgvector the same way you scale Postgres.

Scale vertically by increasing memory, CPU, and storage on a single instance. Use existing tools to tune parameters and monitor performance.

Scale horizontally with replicas, or use Citus or another approach for sharding (example).

F.75.20. Languages #

Use pgvector from any language with a Postgres client. You can even generate and store vectors in one language and query them in another.

Language Libraries / Examples
C pgvector-c
C++ pgvector-cpp
C#, F#, Visual Basic pgvector-dotnet
Crystal pgvector-crystal
D pgvector-d
Dart pgvector-dart
Elixir pgvector-elixir
Erlang pgvector-erlang
Fortran pgvector-fortran
Gleam pgvector-gleam
Go pgvector-go
Haskell pgvector-haskell
Java, Kotlin, Groovy, Scala pgvector-java
JavaScript, TypeScript pgvector-node
Julia pgvector-julia
Lisp pgvector-lisp
Lua pgvector-lua
Nim pgvector-nim
OCaml pgvector-ocaml
Perl pgvector-perl
PHP pgvector-php
Python pgvector-python
R pgvector-r
Raku pgvector-raku
Ruby pgvector-ruby, Neighbor
Rust pgvector-rust
Swift pgvector-swift
Zig pgvector-zig

F.75.21. Frequently Asked Questions #

F.75.21.1. How many vectors can be stored in a single table? #

A non-partitioned table has a limit of 32 TB by default in Postgres. A partitioned table can have thousands of partitions of that size.

F.75.21.2. Is replication supported? #

Yes, pgvector uses the write-ahead log (WAL), which allows for replication and point-in-time recovery.

F.75.21.3. What if I want to index vectors with more than 2,000 dimensions? #

You can use half-precision indexing to index up to 4,000 dimensions or binary quantization to index up to 64,000 dimensions. Another option is dimensionality reduction.

F.75.21.4. Can I store vectors with different dimensions in the same column? #

You can use vector as the type (instead of vector(3)).

CREATE TABLE embeddings (model_id bigint, item_id bigint, embedding vector, PRIMARY KEY (model_id, item_id));

However, you can only create indexes on rows with the same number of dimensions (using expression and partial indexing):

CREATE INDEX ON embeddings USING hnsw ((embedding::vector(3)) vector_l2_ops) WHERE (model_id = 123);

and query with:

SELECT * FROM embeddings WHERE model_id = 123 ORDER BY embedding::vector(3) <-> '[3,1,2]' LIMIT 5;

F.75.21.5. Can I store vectors with more precision? #

You can use the double precision[] or numeric[] type to store vectors with more precision.

CREATE TABLE items (id bigserial PRIMARY KEY, embedding double precision[]);

-- use {} instead of [] for Postgres arrays
INSERT INTO items (embedding) VALUES ('{1,2,3}'), ('{4,5,6}');

Optionally, add a check constraint to ensure data can be converted to the vector type and has the expected dimensions.

ALTER TABLE items ADD CHECK (vector_dims(embedding::vector) = 3);

Use expression indexing to index (at a lower precision):

CREATE INDEX ON items USING hnsw ((embedding::vector(3)) vector_l2_ops);

and query with:

SELECT * FROM items ORDER BY embedding::vector(3) <-> '[3,1,2]' LIMIT 5;

F.75.21.6. Do indexes need to fit into memory? #

No, but like other index types, you’ll likely see better performance if they do. You can get the size of an index with:

SELECT pg_size_pretty(pg_relation_size('index_name'));

F.75.22. Troubleshooting #

F.75.22.1. Why isn’t a query using an index? #

The query needs to have an ORDER BY and LIMIT, and the ORDER BY must be the result of a distance operator (not an expression) in ascending order.

-- index
ORDER BY embedding <=> '[3,1,2]' LIMIT 5;

-- no index
ORDER BY 1 - (embedding <=> '[3,1,2]') DESC LIMIT 5;

You can encourage the planner to use an index for a query with:

BEGIN;
SET LOCAL enable_seqscan = off;
SELECT ...
COMMIT;

Also, if the table is small, a table scan may be faster.

F.75.22.2. Why isn’t a query using a parallel table scan? #

The planner doesn’t consider out-of-line storage in cost estimates, which can make a serial scan look cheaper. You can reduce the cost of a parallel scan for a query with:

BEGIN;
SET LOCAL min_parallel_table_scan_size = 1;
SET LOCAL parallel_setup_cost = 1;
SELECT ...
COMMIT;

or choose to store vectors inline:

ALTER TABLE items ALTER COLUMN embedding SET STORAGE PLAIN;

F.75.22.3. Why are there less results for a query after adding an HNSW index? #

Results are limited by the size of the dynamic candidate list (hnsw.ef_search), which is 40 by default. There may be even less results due to dead tuples or filtering conditions in the query. Enabling iterative index scans can help address this.

Also, note that NULL vectors are not indexed (as well as zero vectors for cosine distance).

F.75.22.4. Why are there less results for a query after adding an IVFFlat index? #

The index was likely created with too little data for the number of lists. Drop the index until the table has more data.

DROP INDEX index_name;

Results can also be limited by the number of probes (ivfflat.probes). Enabling iterative index scans can address this.

Also, note that NULL vectors are not indexed (as well as zero vectors for cosine distance).

F.75.23. Reference #

F.75.23.1. Vector Type #

Each vector takes 4 * dimensions + 8 bytes of storage. Each element is a single-precision floating-point number (like the real type in Postgres), and all elements must be finite (no NaN, Infinity or -Infinity). Vectors can have up to 16,000 dimensions.

F.75.23.2. Vector Operators #

Operator Description Added
+ element-wise addition
- element-wise subtraction
* element-wise multiplication 0.5.0
|| concatenate 0.7.0
<-> Euclidean distance
<#> negative inner product
<=> cosine distance
<+> taxicab distance 0.7.0

F.75.23.3. Vector Functions #

Function Description Added
binary_quantize(vector) → bit binary quantize 0.7.0
cosine_distance(vector, vector) → double precision cosine distance
inner_product(vector, vector) → double precision inner product
l1_distance(vector, vector) → double precision taxicab distance 0.5.0
l2_distance(vector, vector) → double precision Euclidean distance
l2_normalize(vector) → vector Normalize with Euclidean norm 0.7.0
subvector(vector, integer, integer) → vector subvector 0.7.0
vector_dims(vector) → integer number of dimensions
vector_norm(vector) → double precision Euclidean norm

F.75.23.4. Vector Aggregate Functions #

Function Description Added
avg(vector) → vector average
sum(vector) → vector sum 0.5.0

F.75.23.5. Halfvec Type #

Each half vector takes 2 * dimensions + 8 bytes of storage. Each element is a half-precision floating-point number, and all elements must be finite (no NaN, Infinity or -Infinity). Half vectors can have up to 16,000 dimensions.

F.75.23.6. Halfvec Operators #

Operator Description Added
+ element-wise addition 0.7.0
- element-wise subtraction 0.7.0
* element-wise multiplication 0.7.0
|| concatenate 0.7.0
<-> Euclidean distance 0.7.0
<#> negative inner product 0.7.0
<=> cosine distance 0.7.0
<+> taxicab distance 0.7.0

F.75.23.7. Halfvec Functions #

Function Description Added
binary_quantize(halfvec) → bit binary quantize 0.7.0
cosine_distance(halfvec, halfvec) → double precision cosine distance 0.7.0
inner_product(halfvec, halfvec) → double precision inner product 0.7.0
l1_distance(halfvec, halfvec) → double precision taxicab distance 0.7.0
l2_distance(halfvec, halfvec) → double precision Euclidean distance 0.7.0
l2_norm(halfvec) → double precision Euclidean norm 0.7.0
l2_normalize(halfvec) → halfvec Normalize with Euclidean norm 0.7.0
subvector(halfvec, integer, integer) → halfvec subvector 0.7.0
vector_dims(halfvec) → integer number of dimensions 0.7.0

F.75.23.8. Halfvec Aggregate Functions #

Function Description Added
avg(halfvec) → halfvec average 0.7.0
sum(halfvec) → halfvec sum 0.7.0

F.75.23.9. Bit Type #

Each bit vector takes dimensions / 8 + 8 bytes of storage. See the Postgres docs for more info.

F.75.23.10. Bit Operators #

Operator Description Added
<~> Hamming distance 0.7.0
<%> Jaccard distance 0.7.0

F.75.23.11. Bit Functions #

Function Description Added
hamming_distance(bit, bit) → double precision Hamming distance 0.7.0
jaccard_distance(bit, bit) → double precision Jaccard distance 0.7.0

F.75.23.12. Sparsevec Type #

Each sparse vector takes 8 * non-zero elements + 16 bytes of storage. Each element is a single-precision floating-point number, and all elements must be finite (no NaN, Infinity or -Infinity). Sparse vectors can have up to 16,000 non-zero elements.

F.75.23.13. Sparsevec Operators #

Operator Description Added
<-> Euclidean distance 0.7.0
<#> negative inner product 0.7.0
<=> cosine distance 0.7.0
<+> taxicab distance 0.7.0

F.75.23.14. Sparsevec Functions #

Function Description Added
cosine_distance(sparsevec, sparsevec) → double precision cosine distance 0.7.0
inner_product(sparsevec, sparsevec) → double precision inner product 0.7.0
l1_distance(sparsevec, sparsevec) → double precision taxicab distance 0.7.0
l2_distance(sparsevec, sparsevec) → double precision Euclidean distance 0.7.0
l2_norm(sparsevec) → double precision Euclidean norm 0.7.0
l2_normalize(sparsevec) → sparsevec Normalize with Euclidean norm 0.7.0

F.75.24. Hosted Postgres #

pgvector is available on these providers.

F.75.25. Upgrading #

Install the latest version (use the same method as the original installation). Then in each database you want to upgrade, run:

ALTER EXTENSION vector UPDATE;

You can check the version in the current database with:

SELECT extversion FROM pg_extension WHERE extname = 'vector';

F.75.27. History #

View the changelog

F.75.28. Contributing #

Everyone is encouraged to help improve this project. Here are a few ways you can help:

To get started with development:

git clone https://github.com/pgvector/pgvector.git
cd pgvector
make
make install

To run all tests:

make installcheck        # regression tests
make prove_installcheck  # TAP tests

To run single tests:

make installcheck REGRESS=functions                            # regression test
make prove_installcheck PROVE_TESTS=test/t/001_ivfflat_wal.pl  # TAP test

To enable assertions:

make clean && PG_CFLAGS="-DUSE_ASSERT_CHECKING" make && make install

To enable benchmarking:

make clean && PG_CFLAGS="-DIVFFLAT_BENCH" make && make install

To show memory usage:

make clean && PG_CFLAGS="-DHNSW_MEMORY -DIVFFLAT_MEMORY" make && make install

To get k-means metrics:

make clean && PG_CFLAGS="-DIVFFLAT_KMEANS_DEBUG" make && make install

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