Attention is a mechanism that allows each word in a sentence to “ask” all other words: “How much should I pay attention to you to understand myself?”
Yes, literally.
Each word generates a “Query” (Q).
Each word also has a “Key” (K) and a “Value” (V).
The magic lies in how they relate.
Imagine you’re in a classroom, and the teacher asks you to define the word “bank.”
You (“bank”) can ask all your classmates:
Each classmate responds with a relevance score (based on their Key).
Then, you take responses from the most relevant ones (their Values), combine them, and form your context-aware definition.
That, in essence, is the attention mechanism.
Each word is converted into three vector representations:
🔹 Simplified Process:
Take two sentences:
A) “I went to the bank to deposit my salary.”
B) “I sat on the park bench to read.”
When the model processes “bank” in sentence A:
In sentence B:
No rules, no dictionaries! Just contextual attention.
This is the technical name for the mechanism we just described.
Formula (for reference only — no need to memorize):
Attention(Q, K, V) = softmax( (Q · K^T) / √d_k ) · V
Where:
Q · K^T = dot product between queries and keys → similarity scores.√d_k = scaling factor (for numerical stability).softmax = converts scores into weights (sum to 1).· V = weights the values by those scores.🔹 Important: You don’t need to understand the formula to use Transformers. But you do need to grasp the concept: each word redefines itself based on its relationship with all others.
Choose an ambiguous word (like “court,” “plant,” “flame”). Write two sentences where it has different meanings. Then, describe which other words in each sentence “should” have high attention with it, and why.
Word: "bank"
Query: [0.8, -0.2, 0.5] → "Seeking financial or geographical context"
Neighbor words:
- "deposit" → Key: [0.9, 0.1, -0.3] → HIGH compatibility → Value: [1.0, 0.8, ...]
- "park" → Key: [-0.7, 0.6, 0.4] → LOW compatibility → Value: [0.2, 0.1, ...]
- "salary" → Key: [0.85, -0.1, 0.2] → HIGH compatibility → Value: [0.9, 0.7, ...]
Attention weights (post-softmax):
deposit: 0.7
park: 0.1
salary: 0.2
New "bank" vector = 0.7 * Value_deposit + 0.1 * Value_park + 0.2 * Value_salary
→ Result: vector biased toward "financial institution"
Attention is not magic — it’s an elegant mathematical mechanism that allows machines to understand language contextually, dynamically, and relationally. It’s the heart of the Transformer. And best of all: it’s fully parallelizable!
Now that we understand attention, let’s see how a full Transformer is built from its components: embeddings, position, and multi-head attention.
✅ So far, we’ve covered approximately 2 hours of content.
Would you like me to continue with Module 3: Puzzle Pieces — Embeddings, Position, and Multi-Head Attention?
There, we’ll dive deeper into how words are encoded, why we need to know their position, and how “multi-head attention” allows understanding multiple types of relationships simultaneously.
Let me know if you’d like me to proceed — I’ll continue with the same level of detail, examples, analogies, and code.
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