π Lesson Overview
Computers do not understand words, sentences, or language the way humans do.
They understand numbers.
To make Natural Language Processing (NLP) possible, text must be:
- Broken into tokens
- Converted into numerical vectors (embeddings)
This lesson explains tokenization and word embeddings in a simple, intuitive way β and shows why they are critical for Large Language Models (LLMs), Generative AI, and Agentic AI systems.
π§ What Is Tokenization?
Tokenization is the process of breaking text into smaller units called tokens.
Simple Definition
Tokenization converts text into pieces that a machine can process.
βοΈ Why Tokenization Is Necessary
Neural networks:
- Cannot process raw text
- Operate on fixed-size numerical inputs
- Need consistent representations
Tokenization provides:
- Structure
- Consistency
- Control over input size
Without tokenization, modern AI systems cannot function.
π€ Types of Tokens
Different models use different token strategies.
1οΈβ£ Word Tokens
Each word is a token.
Example:
βAI is powerfulβ
β["AI", "is", "powerful"]
β Problem: Cannot handle new or rare words well.
2οΈβ£ Character Tokens
Each character is a token.
Example:
βAIβ
β["A", "I"]
β Problem: Too many tokens, inefficient for large text.
3οΈβ£ Subword Tokens (Most Common)
Words are split into meaningful parts.
Example:
βtokenizationβ
β["token", "ization"]
β
Best balance between flexibility and efficiency
β
Used by modern LLMs
π Token Limits & Context Window
Large Language Models have a context window, which is measured in tokens.
This affects:
- How much text you can send
- Cost of API calls
- Memory in conversations
- Agent reasoning ability
Key Insight
Longer prompts = more tokens = higher cost and complexity.
π’ From Tokens to Numbers
Tokenization alone is not enough.
Tokens must be converted into numbers, because neural networks operate on numerical data.
This is where embeddings come in.
π§ What Are Word Embeddings?
A word embedding is a numerical vector that represents the meaning of a word or phrase.
Simple Definition
Embeddings convert words into numbers that capture semantic meaning.
Each word or token becomes a list of numbers (a vector).
π How Embeddings Capture Meaning
Embeddings are trained so that:
- Similar words have similar vectors
- Related concepts are close in vector space
- Context affects meaning
Example:
- βkingβ and βqueenβ are close
- βappleβ (fruit) vs βappleβ (company) differ by context
πΊοΈ Embeddings as a Vector Space
You can imagine embeddings as points in a high-dimensional space.
- Distance = similarity
- Closer vectors = more similar meaning
- Far vectors = unrelated concepts
This enables:
- Semantic search
- Recommendations
- Question answering
- Context retrieval
π Why Embeddings Are So Powerful
Embeddings allow machines to work with meaning, not just keywords.
They enable:
- Finding relevant documents
- Matching user intent
- Understanding context
- Building Retrieval Augmented Generation (RAG)
Embeddings are the foundation of modern AI search and memory systems.
π€ Tokenization & Embeddings in Generative AI
In Generative AI systems:
- Text is tokenized
- Tokens are converted to embeddings
- Neural networks process embeddings
- Output embeddings are converted back to text
This process happens millions of times during training and inference.
π€ Tokenization & Embeddings in Agentic AI
Agentic AI systems use embeddings to:
- Store memory
- Retrieve relevant knowledge
- Compare goals and context
- Decide next actions
Embeddings act as the memory and perception layer of an AI agent.
β οΈ Common Misconceptions
β Tokens are the same as words
β Embeddings store facts
β Embeddings understand meaning like humans
β
Tokens are text units
β
Embeddings represent statistical meaning
β
Context determines interpretation
π Key Takeaways
- Tokenization breaks text into processable units
- Modern LLMs use subword tokenization
- Embeddings convert tokens into numerical meaning
- Similar meaning = closer vectors
- Embeddings power search, RAG, and AI memory
β Frequently Asked Questions (FAQs)
Q1. Are tokens and embeddings the same?
No. Tokens are text units, embeddings are numerical representations of those tokens.
Q2. Why do different models count tokens differently?
Each model uses a different tokenization strategy, affecting token size and limits.
Q3. Can embeddings be stored in databases?
Yes. They are commonly stored in vector databases for fast similarity search.
Q4. Are embeddings used only in NLP?
No. Embeddings are also used for images, audio, video, and multimodal AI systems.
π Conclusion
Tokenization and word embeddings are the hidden foundation of modern AI systems.
By understanding:
- How text is broken into tokens
- How meaning is stored numerically
- Why embeddings enable context and memory
You gain the clarity needed to work confidently with LLMs, Generative AI, RAG systems, and Agentic AI architectures.
This lesson prepares you for the most important breakthrough in modern AI β Attention and Transformers.
β‘οΈ Next Lesson
Lesson 7: Attention Mechanism & Transformers Explained
Learn why transformers revolutionized AI and how attention allows models to understand context at scale.