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Searching with IVF index
The previous document Getting started
introduced some basic usage of Milvus through Python and Node SDK. This document will introduce how to use the IVF series index to speed up the efficiency of vector retrieval.
IVF_FLAT divides vector data into nlist
cluster units, and then compares distances between the target input vector and the center of each cluster. Depending on the number of clusters the system is set to query (nprobe
), similarity search results are returned based on comparisons between the target input and the vectors in the most similar cluster(s) only — drastically reducing query time.
By adjusting nprobe
, an ideal balance between accuracy and speed can be found for a given scenario. Results from the IVF_FLAT performance test demonstrate that query time increases sharply as both the number of target input vectors (nq
), and the number of clusters to search (nprobe
), increase.
IVF_FLAT is the most basic IVF index, and the encoded data stored in each unit is consistent with the original data.
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Index building parameters
Parameter Description Range nlist
Number of cluster units [1, 65536] -
Search parameters
Parameter Description Range nprobe
Number of units to query CPU: [1, nlist] GPU: [1, min(2048, nlist)]
For example:
In python
from pymilvus import connections, FieldSchema, CollectionSchema, DataType, Collection
# create a collection
collection_name = "milvus_test1"
default_fields = [
FieldSchema(name="id", dtype=DataType.INT64, is_primary=True, auto_id=True),
FieldSchema(name="vector", dtype=DataType.FLOAT_VECTOR, dim=d)
]
default_schema = CollectionSchema(fields=default_fields, description="test collection")
print(f"\nCreate collection...")
collection = Collection(name= collection_name, schema=default_schema)
# insert data
mr = collection.insert([xb])
print(collection.num_entities)
# create index
collection.create_index(field_name="vector",
index_params={'index_type': 'IVF_FLAT',
'metric_type': 'L2',
'params': {
'nlist': 100 # int. 1~65536
}})
#load
collection.load()
# search
top_k = 10
results = collection.search(data=xq, anns_field="vector", param={
"nprobe": 8 # int. 1~nlist(cpu), 1~min[2048, nlist](gpu)
}, limit=top_k)
# show results
for result in results:
print(result.ids)
print(result.distance)
IVF_FLAT does not perform any compression, so the index files it produces are roughly the same size as the original, raw non-indexed vector data. For example, if the original 1B SIFT dataset is 476 GB, its IVF_FLAT index files will be slightly larger (~470 GB). Loading all the index files into memory will consume 470 GB of storage.
When disk, CPU, or GPU memory resources are limited, IVF_SQ8 is a better option than IVF_FLAT. This index type can convert each FLOAT (4 bytes) to UINT8 (1 byte) by performing scalar quantization. This reduces disk, CPU, and GPU memory consumption by 70–75%. For the 1B SIFT dataset, the IVF_SQ8 index files require just 140 GB of storage.
-
Index building parameters
Parameter Description Range nlist
Number of cluster units [1, 65536] -
Search parameters
Parameter Description Range nprobe
Number of units to query CPU: [1, nlist] GPU: [1, min(2048, nlist)]
For example:
In Python
from pymilvus import connections, FieldSchema, CollectionSchema, DataType, Collection
# create a collection
collection_name = "milvus_test2"
default_fields = [
FieldSchema(name="id", dtype=DataType.INT64, is_primary=True, auto_id=True),
FieldSchema(name="vector", dtype=DataType.FLOAT_VECTOR, dim=d)
]
default_schema = CollectionSchema(fields=default_fields, description="test collection")
print(f"\nCreate collection...")
collection = Collection(name= collection_name, schema=default_schema)
# insert data
mr = collection.insert([xb])
print(collection.num_entities)
# create index
collection.create_index(field_name="vector",
index_params={'index_type': 'IVF_SQ8',
'metric_type': 'L2',
'params': {
'nlist': 100 # int. 1~65536
}})
#load
collection.load()
# search
top_k = 10
results = collection.search(data=xq, anns_field="vector", param={
"nprobe": 8 # int. 1~nlist(cpu), 1~min[2048, nlist](gpu)
}, limit=top_k)
for result in results:
print(result.ids)
print(result.distance)
PQ
(Product Quantization) uniformly decomposes the original high-dimensional vector space into Cartesian products of m
low-dimensional vector spaces, and then quantizes the decomposed low-dimensional vector spaces. Instead of calculating the distances between the target vector and the center of all the units, product quantization enables the calculation of distances between the target vector and the clustering center of each low-dimensional space and greatly reduces the time complexity and space complexity of the algorithm.
IVF_PQ performs IVF index clustering before quantizing the product of vectors. Its index file is even smaller than IVF_SQ8, but it also causes a loss of accuracy during searching vectors.
Index building parameters and search parameters vary with Milvus distribution. Select your Milvus distribution first.
-
Index building parameters
Parameter Description Range nlist
Number of cluster units [1, 65536] m
Number of factors of product quantization dim ≡ 0 (mod m) nbits
[Optional] Number of bits in which each low-dimensional vector is stored. [1, 16] (8 by default) -
Search parameters
Parameter Description Range nprobe
Number of units to query [1, nlist]
For example:
In Python
from pymilvus import connections, FieldSchema, CollectionSchema, DataType, Collection
# create a collection
collection_name = "milvus_test2"
default_fields = [
FieldSchema(name="id", dtype=DataType.INT64, is_primary=True, auto_id=True),
FieldSchema(name="vector", dtype=DataType.FLOAT_VECTOR, dim=d)
]
default_schema = CollectionSchema(fields=default_fields, description="test collection")
print(f"\nCreate collection...")
collection = Collection(name= collection_name, schema=default_schema)
# insert data
mr = collection.insert([xb])
print(collection.num_entities)
# create index
collection.create_index(field_name="vector",
index_params={'index_type': 'IVF_pq',
'metric_type': 'L2',
'params': {
'nlist': 100 # int. 1~65536
'm': 16
}})
#load
collection.load()
# search
top_k = 10
results = collection.search(data=xq, anns_field="vector", param={
"nprobe": 8 # int. 1~nlist(cpu), 1~min[2048, nlist](gpu)
}, limit=top_k)
for result in results:
print(result.ids)
print(result.distance)