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embeddings-vectors-preview

Embeddings and Semantic Search

Last reviewed May 28, 2026 Content v20260528
Track mode
none
Means
Read / quiz
Reading
~1 min
Level
intermediate

This lesson

This lesson teaches Embeddings and Semantic Search: generative AI patterns—LLMs, prompting, retrieval, safety, and integration habits for real assistants and copilots.

Teams apply Embeddings and Semantic Search in every serious Generative AI project—skipping it leaves blind spots in analysis and reviews.

You will apply Embeddings and Semantic Search in contexts like: Chat products, code assistants, search augmentation, and internal knowledge tools.

Study explanations, case studies, and MCQs—this topic is read/quiz focused without a code runner.

When you can explain the previous lesson's ideas in your own words.

An embedding maps text into a dense vector so similar meaning sits nearby in space—powering semantic search and RAG retrieval.

Similarity search

import math

def cosine(a, b):
    dot = sum(x * y for x, y in zip(a, b))
    na = math.sqrt(sum(x * x for x in a))
    nb = math.sqrt(sum(y * y for y in b))
    return dot / (na * nb + 1e-9)

# Higher cosine ≈ more similar meaning (illustrative 3-D vectors)

Embedding models

Dedicated embedding APIs (e.g. small transformer encoders) produce vectors for passages and queries. Use the same model for indexing and querying.

Not magic

  • Synonyms and paraphrases match well; exact SKU codes may need hybrid keyword + vector search
  • Stale docs in the index produce confident wrong answers—operate the corpus

Important interview questions and answers

  1. Q: Cosine similarity vs Euclidean?
    A: Cosine is standard for normalized embedding vectors; scale-invariant direction match.

Self-check

  1. What is an embedding used for in RAG?
  2. Why use the same model for index and query?

Tip: Re-embed the corpus when you change embedding models—mixed indexes break retrieval.

Interview prep

Cosine similarity?

Measures angle between vectors—standard for normalized embeddings.

Same model index/query?

Mixing embedding models breaks semantic search geometry.

Interview tip Lesson completion confidence

Can you explain this lesson in 30 seconds without reading notes?

Not saved yet.

Check yourself

Multiple choice — immediate feedback.

Discussion

Past discussion is visible to everyone. Only logged-in users can post comments and replies.

Starter discussion topics

  • Cosine vs Euclidean?
  • Same embed model?

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