Embedding is a way of converting data into a continuous vector space, preserving relationships and meanings. Embeddings are a way to represent data in a lower-dimensional space. This makes it easier for computers to understand complex data, such as words, images, and sounds.
Image: Generated by Gemini AI |
For example, you have a big box of LEGO bricks. Some bricks are similar (same color or size), and some are very different. You want to organize them so that similar bricks are close together.
Embeddings are like organizing those LEGO bricks. They take complex information (like words, pictures, or sounds) and turn them into simple lists of numbers (like coordinates on a map). These numbers represent the "meaning" of the information.
Here's a more straightforward breakdown:
Words: The words "dog" and "puppy" are similar. Their embeddings (number lists) will also be similar, putting them close together. The word "banana" differs, so its embedding will be far away.
Pictures: Two pictures of cats will have similar embeddings, while a picture of a car will have a very different embedding.
By turning information into these number lists, computers can easily compare and understand relationships between different pieces of data.
Machine learning widely uses this method to represent words, images, and other data types.
Types:
Word Embeddings: Represent words in a vector space (e.g., Word2Vec, GloVe).
Image Embeddings: Represent images as vectors (e.g., CNN-based embeddings).
Graph Embeddings: Represent nodes in a graph (e.g., Node2Vec).
Sentence Embeddings: Represent entire sentences or documents.
Uses:
- Natural Language Processing: Enhance text understanding and translation.
- Image Recognition: Improve image search and classification.
- Recommendation Systems: Personalize content recommendations.
- Graph Analysis: Discover patterns in network data.
Examples:
"King" - "Man" + "Woman" ≈ "Queen" (word embeddings).
Image Embeddings: CNN features for image classification.
Recommending movies based on viewing history (user embeddings).
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