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LoRA Fine-Tuning Process


LoRA (Low-Rank Adaptation) fine-tuning process. This is an advanced Parameter-Efficient Fine-Tuning (PEFT) method that is widely used for adapting large language models.

1. Background – Why LoRA?

  • Challenge: Modern LLMs (GPT, LLaMA, BERT, etc.) have billions of parameters.
    • Full fine-tuning → expensive (needs GPUs, storage).
    • Updating all weights is impractical for enterprises or researchers.
  • Solution: LoRA (Low-Rank Adaptation)
    • Proposed by Microsoft (2021).
    • Instead of updating full weight matrices, LoRA adds small, trainable low-rank matrices to specific layers.
    • This drastically reduces trainable parameters while keeping model performance strong.

2. Core Idea of LoRA

  • In transformer models, large matrices (e.g., Wq, Wk, Wv, Wo in attention) are updated during fine-tuning.
  • LoRA freezes the original weights and adds:
    • Two small matrices A and B (low-rank decomposition).
    • Update rule:

W′=W+BAW’ = W + BAW′=W+BA

where:

  • W = frozen pre-trained weights
  • A, B = trainable low-rank matrices (rank << dimension of W)
  • Only A and B are trained → reduces parameters drastically.

3. LoRA Fine-Tuning Workflow

Step 1: Choose Target Layers

  • LoRA is usually applied to attention layers (query/key/value projections).
  • Example: Apply to Wq, Wv in transformer blocks.

Step 2: Insert Low-Rank Decomposition

  • For each target weight W∈Rd×kW \in \mathbb{R}^{d \times k}W∈Rd×k, add:
    • Matrix A∈Rd×rA \in \mathbb{R}^{d \times r}A∈Rd×r (random initialization).
    • Matrix B∈Rr×kB \in \mathbb{R}^{r \times k}B∈Rr×k.
  • Rank rrr is small (e.g., 4, 8, 16).

Step 3: Freeze Original Model Parameters

  • The large pre-trained model weights are kept fixed.
  • Only LoRA parameters (A and B) are trained.

Step 4: Training with LoRA

  • Input passes through the transformer as usual.
  • Instead of computing WxWxWx, model computes:

y=Wx+BAxy = Wx + BAxy=Wx+BAx

  • Backpropagation updates only A and B.

Step 5: Save and Deploy

  • At inference, the final weight is:

W′=W+BAW’ = W + BAW′=W+BA

  • Storage-efficient: Only LoRA adapters (A and B matrices) are saved (few MBs instead of GBs).
  • They can be merged with base model or loaded as adapters.

4. Advantages of LoRA

Massive efficiency → 10–100x fewer trainable parameters.
No need to store full fine-tuned models → just adapters.
Composable → multiple LoRA adapters can be loaded (e.g., medical + legal).
Performance → nearly matches full fine-tuning.


5. Example: Training LLaMA with LoRA

  • Base model: LLaMA-7B (7 billion parameters).
  • Full fine-tuning: ~14GB VRAM needed.
  • With LoRA (rank=8): only ~100MB trainable parameters.
  • Outcome: 95–98% of full fine-tuning performance with fraction of cost.

6. Limitations of LoRA

❌ Works best for text-based transformers; less effective for vision models.
❌ Rank selection (r) affects trade-off between performance & efficiency.
❌ Sometimes underperforms on extreme domain adaptation.


7. Use Cases

  • Chatbot customization (finance, healthcare, education).
  • Domain adaptation (legal, biomedical NLP).
  • Multi-lingual tuning (adapters per language).
  • Low-resource environments (deployable on consumer GPUs).

Summary:
LoRA fine-tuning = freeze big model + inject small trainable adapters (A, B matrices) into key layers.
This gives efficient, modular, and cost-effective fine-tuning without retraining billions of parameters.