From 7d724fb0cd411fa79f74414b493ecb767c57d6dc Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Kacper=20=C5=81ukawski?= Date: Fri, 12 Jan 2024 13:59:57 +0100 Subject: [PATCH] Tutorial on measuring retrieval quality (#514) * Add first draft of the retrieval quality tutorial * Adjust tutorial weight * Remove non-default collection config to simplify the tutorial * Add link to (N)DCG article * Fix typo * Add info about the distance function * Apply suggestions from code review Co-authored-by: Atita Arora * Add link to IVF --------- Co-authored-by: Atita Arora --- .../content/documentation/tutorials/_index.md | 1 + .../tutorials/retrieval-quality.md | 227 ++++++++++++++++++ .../retrieval-quality-social-preview.png | Bin 0 -> 611770 bytes 3 files changed, 228 insertions(+) create mode 100644 qdrant-landing/content/documentation/tutorials/retrieval-quality.md create mode 100644 qdrant-landing/static/documentation/tutorials/retrieval-quality-social-preview.png diff --git a/qdrant-landing/content/documentation/tutorials/_index.md b/qdrant-landing/content/documentation/tutorials/_index.md index cfa3b0082..b5001624e 100644 --- a/qdrant-landing/content/documentation/tutorials/_index.md +++ b/qdrant-landing/content/documentation/tutorials/_index.md @@ -25,4 +25,5 @@ These tutorials demonstrate different ways you can build vector search into your | [Asynchronous API](../tutorials/async-api/) | Communicate with Qdrant server asynchronously with Python SDK. | Qdrant, Python | | [Multitenancy with LlamaIndex](../tutorials/llama-index-multitenancy/) | Handle data coming from multiple users in LlamaIndex. | Qdrant, Python, LlamaIndex | | [HuggingFace datasets](../tutorials/huggingface-datasets/) | Load a Hugging Face dataset to Qdrant | Qdrant, Python, datasets | +| [Measure retrieval quality](../tutorials/retrieval-quality/) | Measure and fine-tune the retrieval quality | Qdrant, Python, datasets | | [Troubleshooting](../tutorials/common-errors/) | Solutions to common errors and fixes | Qdrant | diff --git a/qdrant-landing/content/documentation/tutorials/retrieval-quality.md b/qdrant-landing/content/documentation/tutorials/retrieval-quality.md new file mode 100644 index 000000000..c477cf915 --- /dev/null +++ b/qdrant-landing/content/documentation/tutorials/retrieval-quality.md @@ -0,0 +1,227 @@ +--- +title: Measure retrieval quality +weight: 21 +--- + +# Measure retrieval quality + +| Time: 30 min | Level: Intermediate | | | +|--------------|---------------------|--|----| + +Semantic search pipelines are as good as the embeddings they use. If your model cannot properly represent input data, similar objects might +be far away from each other in the vector space. No surprise, that the search results will be poor in this case. There is, however, another +component of the process which can also degrade the quality of the search results. It is the ANN algorithm itself. + +In this tutorial, we will show how to measure the quality of the semantic retrieval and how to tune the parameters of the HNSW, the ANN +algorithm used in Qdrant, to obtain the best results. + +## Embeddings quality + +The quality of the embeddings is a topic for a separate tutorial. In a nutshell, it is usually measured and compared by benchmarks, such as +[Massive Text Embedding Benchmark (MTEB)](https://huggingface.co/spaces/mteb/leaderboard). The evaluation process itself is pretty +straightforward and is based on a ground truth dataset built by humans. We have a set of queries and a set of the documents we would expect +to receive for each of them. In the evaluation process, we take a query, find the most similar documents in the vector space and compare +them with the ground truth. In that setup, **finding the most similar documents is implemented as full kNN search, without any approximation**. +As a result, we can measure the quality of the embeddings themselves, without the influence of the ANN algorithm. + +## Retrieval quality + +Embeddings quality is indeed the most important factor in the semantic search quality. However, vector search engines, such as Qdrant, do not +perform pure kNN search. Instead, they use **Approximate Nearest Neighbors** (ANN) algorithms, which are much faster than the exact search, +but can return suboptimal results. We can also **measure the retrieval quality of that approximation** which also contributes to the overall +search quality. + +### Quality metrics + +There are various ways of how quantify the quality of semantic search. Some of them, such as [Precision@k](https://en.wikipedia.org/wiki/Evaluation_measures_(information_retrieval)#Precision_at_k), +are based on the number of relevant documents in the top-k search results. Others, such as [Mean Reciprocal Rank (MRR)](https://en.wikipedia.org/wiki/Mean_reciprocal_rank), +take into account the position of the first relevant document in the search results. [DCG and NDCG](https://en.wikipedia.org/wiki/Discounted_cumulative_gain) +metrics are, in turn, based on the relevance score of the documents. + +If we treat the search pipeline as a whole, we could use them all. The same is true for the embeddings quality evaluation. However, for the +ANN algorithm itself, anything based on the relevance score or ranking is not applicable. Ranking in vector search relies on the distance +between the query and the document in the vector space, however distance is not going to change due to approximation, as the function is +still the same. + +Therefore, it only makes sense to measure the quality of the ANN algorithm by the number of relevant documents in the top-k search results, +such as `precision@k`. It is calculated as the number of relevant documents in the top-k search results divided by `k`. In case of testing +just the ANN algorithm, we can use the exact kNN search as a ground truth, with `k` being fixed. It will be a measure on **how well the ANN +algorithm approximates the exact search**. + +## Measure the quality of the search results + +Let's build a quality evaluation of the ANN algorithm in Qdrant. We will, first, call the search endpoint in a standard way to obtain +the approximate search results. Then, we will call the exact search endpoint to obtain the exact matches, and finally compare both results +in terms of precision. + +Before we start, let's create a collection, fill it with some data and then start our evaluation. We will use the same dataset as in the +[Loading a dataset from Hugging Face hub](/documentation/tutorials/huggingface-datasets/) tutorial, `Qdrant/arxiv-titles-instructorxl-embeddings` +from the [Hugging Face hub](https://huggingface.co/datasets/Qdrant/arxiv-titles-instructorxl-embeddings). Let's download it in a streaming +mode, as we are only going to use part of it. + +```python +from datasets import load_dataset + +dataset = load_dataset( + "Qdrant/arxiv-titles-instructorxl-embeddings", split="train", streaming=True +) +``` + +We need some data to be indexed and another set for the testing purposes. Let's get the first 50000 items for the training and the next 1000 +for the testing. + +```python +dataset_iterator = iter(dataset) +train_dataset = [next(dataset_iterator) for _ in range(60000)] +test_dataset = [next(dataset_iterator) for _ in range(1000)] +``` + +Now, let's create a collection and index the training data. This collection will be created with the default configuration. Please be aware that +it might be different from your collection settings, and it's always important to test exactly the same configuration you are going to use later +in production. + + + +```python +from qdrant_client import QdrantClient, models + +client = QdrantClient("http://localhost:6333") +client.create_collection( + collection_name="arxiv-titles-instructorxl-embeddings", + vectors_config=models.VectorParams( + size=768, # Size of the embeddings generated by InstructorXL model + distance=models.Distance.COSINE, + ), +) +``` + +We are now ready to index the training data. Uploading the records is going to trigger the indexing process, which will build the HNSW graph. +The indexing process may take some time, depending on the size of the dataset, but your data is going to be available for search immediately +after receiving the response from the `upsert` endpoint. **As long as the indexing is not finished, and HNSW not built, Qdrant will perform +the exact search**. We have to wait until the indexing is finished to be sure that the approximate search is performed. + +```python +client.upload_records( + collection_name="arxiv-titles-instructorxl-embeddings", + records=[ + models.Record( + id=item["id"], + vector=item["vector"], + payload=item, + ) + for item in train_dataset + ] +) + +while True: + collection_info = client.get_collection(collection_name="arxiv-titles-instructorxl-embeddings") + if collection_info.status == models.CollectionStatus.GREEN: + # Collection status is green, which means the indexing is finished + break +``` + +## Standard mode vs exact search + +Qdrant has a built-in exact search mode, which can be used to measure the quality of the search results. In this mode, Qdrant performs a +full kNN search for each query, without any approximation. It is not suitable for production use with high load, but it is perfect for the +evaluation of the ANN algorithm and its parameters. It might be triggered by setting the `exact` parameter to `True` in the search request. +We are simply going to use all the examples from the test dataset as queries and compare the results of the approximate search with the +results of the exact search. Let's create a helper function with `k` being a parameter, so we can calculate the `precision@k` for different +values of `k`. + +```python +def avg_precision_at_k(k: int): + precisions = [] + for item in test_dataset: + ann_result = client.search( + collection_name="arxiv-titles-instructorxl-embeddings", + query_vector=item["vector"], + limit=k, + ) + + knn_result = client.search( + collection_name="arxiv-titles-instructorxl-embeddings", + query_vector=item["vector"], + limit=k, + search_params=models.SearchParams( + exact=True, # Turns on the exact search mode + ), + ) + + # We can calculate the precision@k by comparing the ids of the search results + ann_ids = set(item.id for item in ann_result) + knn_ids = set(item.id for item in knn_result) + precision = len(ann_ids.intersection(knn_ids)) / k + precisions.append(precision) + + return sum(precisions) / len(precisions) +``` + +Calculating the `precision@5` is as simple as calling the function with the corresponding parameter: + +```python +print(f"avg(precision@5) = {avg_precision_at_k(k=5)}") +``` + +Response: + +```text +avg(precision@5) = 0.9935999999999995 +``` + +As we can see, the precision of the approximate search vs exact search is pretty high. There are, however, some scenarios when we +need higher precision and can accept higher latency. HNSW is pretty tunable, and we can increase the precision by changing its parameters. + +## Tweaking the HNSW parameters + +HNSW is a hierarchical graph, where each node has a set of links to other nodes. The number of edges per node is called the `m` parameter. +The larger the value of it, the higher the precision of the search, but more space required. The `ef_construct` parameter is the number of +neighbours to consider during the index building. Again, the larger the value, the higher the precision, but the longer the indexing time. +The default values of these parameters are `m=16` and `ef_construct=100`. Let's try to increase them to `m=32` and `ef_construct=200` and +see how it affects the precision. Of course, we need to wait until the indexing is finished before we can perform the search. + +```python +client.update_collection( + collection_name="arxiv-titles-instructorxl-embeddings", + hnsw_config=models.HnswConfigDiff( + m=32, # Increase the number of edges per node from the default 16 to 32 + ef_construct=200, # Increase the number of neighbours from the default 100 to 200 + ) +) + +while True: + collection_info = client.get_collection(collection_name="arxiv-titles-instructorxl-embeddings") + if collection_info.status == models.CollectionStatus.GREEN: + # Collection status is green, which means the indexing is finished + break +``` + +The same function can be used to calculate the average `precision@5`: + +```python +print(f"avg(precision@5) = {avg_precision_at_k(k=5)}") +``` + +Response: + +```text +avg(precision@5) = 0.9969999999999998 +``` + +The precision has obviously increased, and we know how to control it. However, there is a trade-off between the precision and the search +latency and memory requirements. In some specific cases, we may want to increase the precision as much as possible, so now we know how +to do it. + +## Wrapping up + +Assessing the quality of retrieval is a critical aspect of evaluating semantic search performance. It is imperative to measure retrieval quality when aiming for optimal quality of. +your search results. Qdrant provides a built-in exact search mode, which can be used to measure the quality of the ANN algorithm itself, +even in an automated way, as part of your CI/CD pipeline. + +Again, **the quality of the embeddings is the most important factor**. HNSW does a pretty good job in terms of precision, and it is +parameterizable and tunable, when required. 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