The [OpenAI API embeddings endpoint](https://beta.openai.com/docs/guides/embeddings) can be used to measure relatedness or similarity between pieces of text.
By leveraging GPT-3's understanding of text, these embeddings [achieved state-of-the-art results](https://arxiv.org/abs/2201.10005) on benchmarks in unsupervised learning and transfer learning settings.
Embeddings can be used for semantic search, recommendations, cluster analysis, near-duplicate detection, and more.
For more information, read OpenAI's blog post announcements:
* [Introducing Text and Code Embeddings (Jan 2022)](https://openai.com/blog/introducing-text-and-code-embeddings/)
* [New and Improved Embedding Model (Dec 2022)](https://openai.com/blog/new-and-improved-embedding-model/)
* Store those embeddings in your own database or in a vector search provider like [Pinecone](https://www.pinecone.io), [Weaviate](https://weaviate.io) or [Qdrant](https://qdrant.tech)
An example of how to use embeddings for search is shown in [Semantic_text_search_using_embeddings.ipynb](../examples/Semantic_text_search_using_embeddings.ipynb).
The best way to get reliably honest answers from GPT-3 is to give it source documents in which it can locate correct answers. Using the semantic search procedure above, you can cheaply search through a corpus of documents for relevant information and then give that information to GPT-3 via the prompt to answer a question. We demonstrate this in [Question_answering_using_embeddings.ipynb](../examples/Question_answering_using_embeddings.ipynb).
An example of how to use embeddings for recommendations is shown in [Recommendation_using_embeddings.ipynb](../examples/Recommendation_using_embeddings.ipynb).
In [Customizing_embeddings.ipynb](../examples/Customizing_embeddings.ipynb), we provide an example method for customizing your embeddings using training data. The idea of the method is to train a custom matrix to multiply embedding vectors by in order to get new customized embeddings. With good training data, this custom matrix will help emphasize the features relevant to your training labels. You can equivalently consider the matrix multiplication as (a) a modification of the embeddings or (b) a modification of the distance function used to measure the distances between embeddings.