
Dot Product (Inner Product)
Similarity metric computing sum of element-wise products between vectors. Efficient for normalized vectors, equivalent to cosine similarity when vectors are unit length.
About this tool
Overview
Dot product (inner product) is a similarity metric that sums the element-wise products of two vectors, widely used in vector databases for its computational efficiency.
Formula
Dot Product = Σ(Ai × Bi)
Characteristics
- Unnormalized: Sensitive to magnitude
- Higher values: More similar
- Efficient: Fast computation
- For normalized vectors: Equivalent to cosine similarity
Use Cases
- Pre-normalized embeddings
- When magnitude conveys information
- Maximum Inner Product Search (MIPS)
- Fast approximate search
Vector Database Support
- Milvus: IP (Inner Product)
- Pinecone: dotproduct metric
- Weaviate: dot product
- pgvector: inner product operator
Pricing
Algorithm, no licensing costs.
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Information
Websitemedium.com
PublishedMar 11, 2026
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