library_name: transformers
tags:
- trl
- sft
datasets:
- nenad1002/quantum_science_research_dataset
language:
- en
metrics:
- rouge
- bertscore
base_model: meta-llama/Meta-Llama-3.1-8B-Instruct
license: mit
Model Card for Model ID
Quantum Research Bot is a chat model fine-tuned on the latest quantum science research data. It includes data from the second half of 2024, making it more accurate and up-to-date than general-purpose models.
NOTICE: v0.9 might perform better on certain questions since it reached better overall loss on an evaluation set, but benchmarking metrics were worse.
Model Details
Model Description
- Developed by: Nenad Banfic
- Language(s) (NLP): English
- License: MIT
- Finetuned from model [optional]: meta-llama/Meta-Llama-3.1-8B-Instruct
Uses
You can use the model to ask questions about the latest developments in quantum science. Below are examples of questions that general-purpose models may answer incorrectly or inadequately, but this model should provide accurate responses.
| Question | Expected answer |
|---|---|
| On top of what platform is TensorKrowch built on and where was it created? | TensorKrowch is built on top of the PyTorch framework and was created at the University of Madrid |
| What algorithms does the quantum FIPS 205 deal with? | The FIPS 205 deals with the stateless hash-based digital signature algorithm (SLH-DSA). |
| What is the variance which you can get with polynomial bond dimension in pure quantum states in one dimensional systems? | The variance that you can get with polynomial bond dimension in pure quantum states in one dimensional systems is as small as ∝ 1 / log N. |
| As if September 2024, how many qubits has the quantum Krylov algorithm been demonstrated on experimentally? | The quantum Krylov algorithm has been demonstrated on up to 56 qubits experimentally. |
| In the analysis of noise effects in controlled-swap gate circuits, what percentage of errors were eliminated with a dephasing error probability of 10% when using two noisy copies of a quantum state? | 67% of errors were eliminated when using two copies of a quantum state with a dephasing error probability of 10%. , |
Out-of-Scope Use
Although this model should be able to generalize well, the quantum science terminology and context is very complex, so it might struggle with simplification, hence, should not be used in that context.
Since there is a risk of possible overfitting in certain cases, the model might be able to answer incorrectly on some small changes to the questions.
Bias, Risks, and Limitations
Users (both direct and downstream) should be made aware of the risks, biases and limitations of the model.
The model does hallucinate on certain edge cases (more coming soon).
How to Get Started with the Model
Please refer to the instructions for the Meta Instruct models; the principle is the same.
Training Details
Training Data
Initially trained on a bit less than 3k entries, it was later expanded to 5k high quality questions and answers to make the best of supervised fine tuning. The evaluation set consisted of about ~200 entries in the final training round.
The dataset was generated by crawling the https://quantum-journal.org/ site, and passing data into the OpenAI gpt-4-turbo model with various prompts to ensure high quality data generation.
Training Procedure
Various training procedures were explored alongside multiple models, however, all of them were parameter efficient.
Over time, several models and fine-tuning approaches were tested as the base model. The best accuracy was achieved with Llama 3.1 70B Instruct and qLoRA, but the training duration was extensive, and optimizing hyperparameters proved to be highly challenging.
Other base models were also tested: Mistral 7B v0.1, Meta-Llama/Llama-2-7b-chat-hf, and the base model of this experiment.
Since Bayesian methods for parameter search are prone to getting stuck in local maxima, I performed a grid search with several optimization techniques such as LoRA, DoRA, LoRA+, (LO)ReFT, and qLoRA. With LoRA, LoRA+, and DoRA, I found that a rank of 8 (with the paper-recommended double alpha of 16) achieved the best performance, particularly since my dataset was on the smaller side, which otherwise would have led to overfitting. Various LoRA dropout rates were tested between 10% and 20%, but in all fine-tuning approaches, the model began to jump over better local minima. Hence, I sticked to 10%. After applying the linear scaling rule, I settled on a batch size of 8 and found that a starting learning rate of 10^-4 yielded the best results. There was no significant difference between using cosine or linear decay for the learning rate when employing the AdamW optimizer.
Regarding the nodes, training on only attention nodes performed very poorly on both training and evaluation data. The results improved slightly with the addition of MLP projections, but none of the models or fine-tuning approaches achieved an evaluation cross-entropy below 0.5. However, when including the embedding layer—despite the significant increase in the number of training parameters—the model began to generalize well. I assume this is due to the introduction of new terminology, requiring the model to adjust its embeddings slightly to catch the new semantics. I did not modify the LM head, as no significant performance improvements were observed. DORA training introduced the concept of training a magnitude parameter, which can help guide or vectorize the LLM model in a new direction, but the training was up to 4x longer, making it too costly for this purpose, while yielding the same accuracy as LORA+.
For ReFT, the nodes in the last 8 layers were unfrozen with attention to allow the model to retain its general knowledge while incorporating more specific domain knowledge about quantum research. Although the results were close to those obtained with LoRA, they were consistently slightly worse.
After 3 to 4 epochs, the model began to overfit regardless of the strategies employed. Increasing both batch size and the number of epochs resulted in higher final training and evaluation cross-entropy.
Following an extensive grid search, supervised fine-tuning of Llama 3.1-8B-Instruct with LoRA+ and the parameters mentioned below yielded the best training and evaluation cross-entropy. I've chosen the size ratio between the matrices A and B of 8. The matrix A weights were initialized using the He method, while the matrix B values started with zero. Different Gaussian initialization of weights were also considered, but led to a suboptimal result. Since a custom optimizer was built here, I will share the optimizer code on my private GitHub account soon.
Preprocessing [optional]
[Coming soon]
Training Hyperparameters
- Training regime:
- bfloat16 precision (nf4 for qLoRA)
- LORA rank: 8
- LORA alpha: 16
- LORA droput: 0.1
- Weight decay: 0.01 -> did provide me with satisfying regularization
- Unfreezed nodes are attention, MLP, and embeddings
- Optimizer: AdamW
- LR: 1e-4
- LR scheduler: cosine
- NEFT enabled: true
- Batch size: 8
- Number of epochs: 4
Speeds, Sizes, Times
This model was trained on ~550 million parameters on a training that lasted a bit more than 30 minutes and went through 4 epochs. The GPU utilization was above 90% at all times during training.
Evaluation
Please see the graph below:
The final evaluation cross-entropy ended around 0.4 for this model.
| Loss | |
|---|---|
| LORA | 0.4603 |
| LORA+ | 0.4011 |
| DORA | 0.4182 |
| qLORA (for 70b model) | 0.3694 |
| qLORA (for 8b model) | 0.5471 |
| (LO)ReFT | 0.4824 |
Metrics
Since the fine-tuned model is designed to explain, and if possible, summarize newly learned data, ROUGE and BERTScore metrics were measured on a sample of 50 manually crafted questions. The reference answers were constructed during the creation of the training and evaluation sets. Given that GPT-4-turbo was already used in this context for the reference questions generation, I did not compare my model against it. Instead, I chose to compare it against the following models:
| Metric (mean/avg) | quantum-research-bot-v1.0 | Meta-Llama-3.1-8B-Instruct | gemini-1.5-pro |
|---|---|---|---|
| BERTScore F1 | 0.5821 | 0.3305 | 0.4982 |
| ROUGE-1 | 0.6045 | 0.3152 | 0.5029 |
| ROUGE-2 | 0.4098 | 0.1751 | 0.3104 |
| ROUGE-L | 0.5809 | 0.2902 | 0.4856 |
| BLEU | 0.2538 | 0.0736 | 0.1753 |
quantum-research-bot-v1.0 outperformed on all metrics, although Gemini came close in BERTScore precision with the difference of only 0.001. The Gemini model is able to recognize subtle differences in the input better, but lacks the latest knowledge, making it perform worse in general.
Most other metrics, such as TruthfulQA, MMLU, and similar benchmarks, are not applicable here because this model has been fine-tuned for a very specific domain of knowledge.
[More Metrics Coming In Future]
Results
While the model outperforms baselines and other general-purpose models on most tasks, it still faces challenges with certain edge cases, particularly those involving rare terms, as well as sentences that differ significantly in structure. These results show the potential of fine-tuning large models for specialized tasks and suggest that further exploration of hybrid optimization techniques could yield even better performance. Additionally, greater investment in creating more robust and comprehensive datasets could lead to further improvements in model accuracy and generalization.
Summary
Model Examination [optional]
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Environmental Impact
Carbon emissions are estimated using the Machine Learning Impact calculator presented in Lacoste et al. (2019).
- Hardware Type: RTX A6000
- Hours used: ~20h in total, although most trainings took a bit more than 30 minutes with rare exceptions
- Cloud Provider: Runpod
- Compute Region: West US
- Carbon Emitted: 1.5 kg CO2
Technical Specifications [optional]
Model Architecture and Objective
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Compute Infrastructure
For most workloads:
1 x RTX A6000 16 vCPU 62 GB RAM
However, when fine tuning meta-llama/Meta-Llama-3-70B-Instruct, I've applied quantization with 4xA100 GPUs. Since this did not yield much improvements, and it was very costly, I decided to stick to models with fewer parameters.
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