Explain Transformer Layers and FFN Rationale
Explain the Transformer Architecture
Goal
Provide a clear, step-by-step explanation of a Transformer layer, covering:
- Multi-head self-attention (MHA)
- Residual connections
- Layer normalization
- Position-wise feed-forward network (FFN)
Also, explain why an FFN is needed after attention and what benefits it provides. Walk through the vector computations with matrix dimensions and shapes for the following steps:
- Q/K/V projections
- Attention score scaling and softmax
- Weighted sum to form context vectors
- Concatenation of heads and output projection
- Residual pathways and layer norms
- The FFN’s two linear layers with activation
Optionally, compare encoder vs. decoder layers and discuss how representations evolve across stacked layers.
Assumptions and Notation
- Batch size: B
- Sequence length: L
- Model dimension: d_model
- Number of heads: h
- Per-head dimensions: d_k = d_v = d_model / h (typical)
- Input token embeddings plus positional encodings: X ∈ R^{B × L × d_model}
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Core dilemma
Effectively capturing complex, context-dependent relationships within a sequence while maintaining computational tractability, allowing for parallel processing, and ensuring representational power through non-linear transformations.
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Explain Transformer Layers and FFN Rationale
Explain the Transformer Architecture
Goal
Provide a clear, step-by-step explanation of a Transformer layer, covering:
- Multi-head self-attention (MHA)
- Residual connections
- Layer normalization
- Position-wise feed-forward network (FFN)
Also, explain why an FFN is needed after attention and what benefits it provides. Walk through the vector computations with matrix dimensions and shapes for the following steps:
- Q/K/V projections
- Attention score scaling and softmax
- Weighted sum to form context vectors
- Concatenation of heads and output projection
- Residual pathways and layer norms
- The FFN’s two linear layers with activation
Optionally, compare encoder vs. decoder layers and discuss how representations evolve across stacked layers.
Assumptions and Notation
- Batch size: B
- Sequence length: L
- Model dimension: d_model
- Number of heads: h
- Per-head dimensions: d_k = d_v = d_model / h (typical)
- Input token embeddings plus positional encodings: X ∈ R^{B × L × d_model}