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Adding LLM support with peft +quantization (4bit and 8 bit) #1631
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Adding LLM support with peft +quantization (4bit and 8 bit) #1631
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openfl-tutorials/experimental/workflow/LLM/phi-4-with4bit quantization.ipynb
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@rajithkrishnegowda Great Work. Can you also put metrics and plots for the baseline model, I dont think I see it currently. It will be really good to see the comparision. |
added in latest commit |
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This is great, thanks @rajithkrishnegowda ! Left some comments (mostly general questions and some minor comments) on my first walk through.
openfl-tutorials/experimental/workflow/LLM/phi-4-withquantization.ipynb
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" self.model = get_peft_model(self.model, peft_config)\n", | ||
" set_peft_model_state_dict(self.model, self.peft_params)\n", | ||
" \n", | ||
" trainer = SFTTrainer(\n", |
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Question: did you find that re-instantiating the trainer each round also reset the optimizer state? In Torch, you can checkpoint the optimizer and reload it with the model, but you usually need to explicitly do this. I'm not sure if the peft or trl libraries automatically handle this.
I don't think it's a major concern at this stage, but it's something to look into since it's not ideal to reset each time.
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Yeah good catch.
we can improve the implementation:
- Extract and save the optimizer state during federated averaging
- Restore the optimizer state when setting up the trainer in each round
- Use PyTorch's built-in optimizer state dictionary methods
WDYT?
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Sounds like a good plan to me, thanks
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resolved in 46dba98
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{ | ||
"data": { | ||
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This line seems misleading since 8-bit had a lower raw loss. Since it's a comment on efficiency, maybe just "4-bit provides more efficiency memory usage relative to loss"?
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yeah noted
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resolved in 46dba98
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Is it possible to plot a longer experiment or would that be too resource intensive? It's hard to capture the true trend in 2 rounds
Edit: actually never mind, it seems the general recommendation is 1-3 epochs for fine-tuning (https://docs.unsloth.ai/get-started/fine-tuning-guide#epochs) and since each round is a full epoch, it may not make sense to run too many more rounds (though I guess this also assumes optimal hyperparameters, data, etc. and federated LLMs might have different "best practices" due to inherent heterogeneity, but idk tbh). In that case, have you explored possibility of more frequent updates and if the trainer
could support something like that? This may just be a generally open question, so no problem if you haven't
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Possible Approaches for More Frequent Updates
-
Partial Epoch Updates
We could modify the train() method in the FederatedFlow class to support partial epoch training. Instead of calling trainer.train() which processes the entire dataset -
Customizing SFTTrainer
The TRL library's SFTTrainer could be extended to support this federated scenario -
Modifying Batch Size/Data Sharding
Another approach is to keep the one-epoch-per-round model but adjust how much data each collaborator processes in that "epoch"
We could implement an approach that allows configurable update frequency:
- Add a parameter to the [FederatedFlow]class to control update frequency
- Modify the train() method to process partial batches based on this frequency
- Ensure optimizer state preservation between updates (already implemented)
WDYT?
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This seems like it could work. An alternative approach could be to modify max_steps
in the TrainingArguments
https://huggingface.co/docs/transformers/v4.51.3/en/main_classes/trainer#transformers.TrainingArguments.max_steps instead of epochs.
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with these change i.e max_steps, for one collaborator to complete one round for training takes one hour, so for 2 collaborator2 for 2 rounds for each quanitization takes 4 hours. Is this ideal?
in the existing approach, it takes 220 steps for training where as for max_steps it takes 1116 steps hence taking too much time.
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From offline discussion > set the max_steps to a value lower than the 220 steps it takes to run one epoch
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resolved in 46dba98
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General comment on the training output cells: There is too much detail in these cells which, as a reader, doesn't tell me why and what is the goal of this notebook. As noted in previous reviews, notebooks are a hook for a user to gain familiarity, objective and outcomes of the framework without running any code.
Therefore, an ideal notebook:
- Has to be short in length. Although this can be waived when tutorial itself covers many concepts.
- Defines objectives early on (this is taken care of in this notebook).
- Each cell must not exceed one scroll length worth of content, i.e. 15-20 lines - it fits the context window of the reader. If it does, consider breaking the cell.
- Output must be brief - reader knows what to expect in the output cell (as if they are executing the notebook in their mind)
- Conclusion must demonstrate that objectives defined at the beginning are met, through small, easy to parse plots.
Specific suggestions:
- Please shrink/reformat/reconsider how much output text is presented.
- Please run the experiment for at least 10 rounds to demonstrate a trendline. 2 rounds is not sufficient.
openfl-tutorials/experimental/workflow/LLM/phi-4-withquantization.ipynb
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Plotting is a net improvement, however, notebook is still huge (12k lines of source currently!). The output cell of flflow
alone takes 90% of the entire notebook length
Suggestions in no particular order:
- Replace GPU driver installation steps with a generic URL. I wouldn't mind removing it completely either...
- Merge
pip
installation cells and use cell comments if required - Remove
try-except
blocks in the main code. For example, we need nottry
to load the optimizer state dictionary. If it fails, exception is raised by torch anyway. This will save lines used in this notebook's exception handling. Another relevant example:# Simplify training for 8-bit try: # Use trainer.train() for simpler training flow trainer.train(resume_from_checkpoint=False) # Get the last loss self.loss = trainer.state.log_history[-1].get('loss', float('inf')) except Exception as e: print(f"Training failed with error: {str(e)}") self.loss = float('inf') # Set to infinity to indicate failure
- Migrate discrete sections to a new
trainer_utils.py
. One example would be loss calculation:def causal_crossentropy_loss(logits, labels): shift_logits = logits[..., :-1, :].contiguous() shift_labels = labels[..., 1:].contiguous() loss = F.cross_entropy( shift_logits.view(-1, shift_logits.size(-1)), shift_labels.view(-1), ignore_index=-100 ) return loss # Use fn call in the notebook...
- Consider shrinking log/print messages. It requires horizontal scroll on some:
print(f"[Round {self.current_round}, Update {self.current_sub_round}] Average local model validation loss = {self.local_model_accuracy}")
- kB/MB typo in the plots
- Loss must be decreasing each round, one of the plot shows increasing loss trend
- 8-bit mode training loss missing in last two plots
- Evaluation loss trend of 4-bit is lower than 8-bit: I think it should be opposite (more bits, better generalization?)
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Nit: rename as plotting_utils.py
or utils.py
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As pointed out by @MasterSkepticista, it looks like GitHub is struggling to display the diff for the new notebook. This is most in part due to the bloat related to stdouts. Please exclude those as a first step. Next, you could consider extracting more of the utility methods to python modules outside of the notebook.
Additionally, as discussed offline, I'd suggest excluding This will reduce unnecessary large object cloning within the |
Great work on the PR! I have a few suggestions: SFTTrainer in Cell 18: It seems like the SFTTrainer might not be necessary. Could you check if we can remove it to simplify the code? Unused Imports: I noticed some unused imports in cells 8 and 23. Cleaning these up could improve the code's readability. Optimizer Initialization: There are two sections for initializing the optimizer. Is the second one required, or can we consolidate them to avoid redundancy? Memory Optimization: Since you're using localruntime, you might reduce memory usage by sending the model to the CPU before starting the collaborator steps. Loading it into the GPU for these steps and then sending it back to the CPU for the join step could be more efficient. Without that you are basically holding 3 models in memory at the same time, (1 for aggregator and 2 for collaborators) Let me know what you think! |
Summary
Adding LLM support with peft + quantization(4bit and 8bit) using several open source frameworks to improve local training (PEFT) by referencing FlowerLLM methods.
Type of Change (Mandatory)
Specify the type of change being made.
Description (Mandatory)
This PR adds a new Jupyter notebook that demonstrates how to fine-tune Microsoft's Phi-4 model in a federated learning workflow using OpenFL. The notebook implements and compares both 4-bit and 8-bit quantization techniques along with Parameter-Efficient Fine-Tuning (PEFT) methods.
Key features of this notebook:
This notebook is intended for the experimental workflow section of OpenFL tutorials, helping users understand the trade-offs between different quantization approaches when fine-tuning large language models in federated settings.
Testing
The notebook has been tested on a system with CUDA support. All cells execute successfully, and both 4-bit and 8-bit quantization workflows complete the federated training process. The notebook generates visualizations comparing memory usage and performance metrics between the two quantization approaches.
https://github.com/rajithkrishnegowda/openfl/blob/rajith-llm-quanti/openfl-tutorials/experimental/workflow/LLM/phi-4-peft-quantization.ipynb