diff --git a/.dockerignore b/.dockerignore new file mode 100644 index 0000000..331f6de --- /dev/null +++ b/.dockerignore @@ -0,0 +1,166 @@ +_skbuild/ + +.envrc + +models/ + +# Byte-compiled / optimized / DLL files +__pycache__/ +*.py[cod] +*$py.class + +# C extensions +*.so + +# Distribution / packaging +.Python +build/ +develop-eggs/ +dist/ +downloads/ +eggs/ +.eggs/ +lib/ +lib64/ +parts/ +sdist/ +var/ +wheels/ +share/python-wheels/ +*.egg-info/ +.installed.cfg +*.egg +MANIFEST + +# PyInstaller +# Usually these files are written by a python script from a template +# before PyInstaller builds the exe, so as to inject date/other infos into it. +*.manifest +*.spec + +# Installer logs +pip-log.txt +pip-delete-this-directory.txt + +# Unit test / coverage reports +htmlcov/ +.tox/ +.nox/ +.coverage +.coverage.* +.cache +nosetests.xml +coverage.xml +*.cover +*.py,cover +.hypothesis/ +.pytest_cache/ +cover/ + +# Translations +*.mo +*.pot + +# Django stuff: +*.log +local_settings.py +db.sqlite3 +db.sqlite3-journal + +# Flask stuff: +instance/ +.webassets-cache + +# Scrapy stuff: +.scrapy + +# Sphinx documentation +docs/_build/ + +# PyBuilder +.pybuilder/ +target/ + +# Jupyter Notebook +.ipynb_checkpoints + +# IPython +profile_default/ +ipython_config.py + +# pyenv +# For a library or package, you might want to ignore these files since the code is +# intended to run in multiple environments; otherwise, check them in: +# .python-version + +# pipenv +# According to pypa/pipenv#598, it is recommended to include Pipfile.lock in version control. +# However, in case of collaboration, if having platform-specific dependencies or dependencies +# having no cross-platform support, pipenv may install dependencies that don't work, or not +# install all needed dependencies. +#Pipfile.lock + +# poetry +# Similar to Pipfile.lock, it is generally recommended to include poetry.lock in version control. +# This is especially recommended for binary packages to ensure reproducibility, and is more +# commonly ignored for libraries. +# https://python-poetry.org/docs/basic-usage/#commit-your-poetrylock-file-to-version-control +#poetry.lock + +# pdm +# Similar to Pipfile.lock, it is generally recommended to include pdm.lock in version control. +#pdm.lock +# pdm stores project-wide configurations in .pdm.toml, but it is recommended to not include it +# in version control. +# https://pdm.fming.dev/#use-with-ide +.pdm.toml + +# PEP 582; used by e.g. github.com/David-OConnor/pyflow and github.com/pdm-project/pdm +__pypackages__/ + +# Celery stuff +celerybeat-schedule +celerybeat.pid + +# SageMath parsed files +*.sage.py + +# Environments +.env +.venv +env/ +venv/ +ENV/ +env.bak/ +venv.bak/ + +# Spyder project settings +.spyderproject +.spyproject + +# Rope project settings +.ropeproject + +# mkdocs documentation +/site + +# mypy +.mypy_cache/ +.dmypy.json +dmypy.json + +# Pyre type checker +.pyre/ + +# pytype static type analyzer +.pytype/ + +# Cython debug symbols +cython_debug/ + +# PyCharm +# JetBrains specific template is maintained in a separate JetBrains.gitignore that can +# be found at https://github.com/github/gitignore/blob/main/Global/JetBrains.gitignore +# and can be added to the global gitignore or merged into this file. For a more nuclear +# option (not recommended) you can uncomment the following to ignore the entire idea folder. +.idea/ \ No newline at end of file diff --git a/.github/workflows/cicd.yml b/.github/workflows/cicd.yml new file mode 100644 index 0000000..3cc0b5b --- /dev/null +++ b/.github/workflows/cicd.yml @@ -0,0 +1,94 @@ +name: CI/CD +run-name: ${{ github.actor }} is triggering CI/CD Action +on: + push: + branches: + - main + - 'releases/**' + pull_request: + +env: + UV_SYSTEM_PYTHON: 1 + REGISTRY: ghcr.io + IMAGE_NAME: ${{ github.repository }} + UV_CACHE_DIR: /tmp/.uv-cache + +jobs: + code_quality: + name: Check code quality + runs-on: ubuntu-latest + + steps: + - uses: actions/checkout@v4 + + - name: Set up uv + run: curl -LsSf https://astral.sh/uv/install.sh | sh + + - name: Install dependencies + run: uv tool install ruff==0.6.1 + + - name: Check ruff formatting + run: uv run ruff format --config pyproject.toml --line-length 88 --exclude src/notebook . + + - name: Check ruff linting + run: uv run ruff check --fix --respect-gitignore --config pyproject.toml --exclude src/notebook . + + api_test: + name: Test API + runs-on: ubuntu-latest + needs: [ code_quality ] + + steps: + - uses: actions/checkout@v4 + + - name: Set up uv + run: curl -LsSf https://astral.sh/uv/install.sh | sh + + - name: Install dependencies + run: uv sync --extra test + + - name: Run API tests + run: uv run pytest . + + build-and-push-image: + name: Build and push Docker image + runs-on: ubuntu-latest + needs: [ api_test, code_quality ] + permissions: + contents: read + packages: write + attestations: write + id-token: write + + steps: + - name: Checkout repository + uses: actions/checkout@v4 + + - name: Log in to the Container registry + uses: docker/login-action@9780b0c442fbb1117ed29e0efdff1e18412f7567 + with: + registry: ${{ env.REGISTRY }} + username: ${{ github.actor }} + password: ${{ secrets.GITHUB_TOKEN }} + + - name: Extract metadata (tags, labels) for Docker + id: meta + uses: docker/metadata-action@8e5442c4ef9f78752691e2d8f8d19755c6f78e81 + with: + images: ${{ env.REGISTRY }}/${{ env.IMAGE_NAME }} + + - name: Build and push Docker image + id: push + uses: docker/build-push-action@5cd11c3a4ced054e52742c5fd54dca954e0edd85 + with: + context: . + push: true + tags: ${{ steps.meta.outputs.tags }} + labels: ${{ steps.meta.outputs.labels }} + + - name: Generate artifact attestation + uses: actions/attest-build-provenance@v1.4.1 + with: + subject-name: ${{ env.REGISTRY }}/${{ env.IMAGE_NAME}} + subject-digest: ${{ steps.push.outputs.digest }} + push-to-registry: true diff --git a/.gitignore b/.gitignore new file mode 100644 index 0000000..ae30662 --- /dev/null +++ b/.gitignore @@ -0,0 +1,146 @@ +# Byte-compiled / optimized / DLL files +__pycache__/ +*.py[cod] +*$py.class + +# C extensions +*.so + +# Distribution / packaging +.Python +build/ +develop-eggs/ +dist/ +downloads/ +eggs/ +.eggs/ +lib/ +lib64/ +parts/ +sdist/ +var/ +wheels/ +share/python-wheels/ +*.egg-info/ +.installed.cfg +*.egg +MANIFEST + +# ruff +.ruff_cache/ + +# PyInstaller +# Usually these files are written by a python script from a template +# before PyInstaller builds the exe, so as to inject date/other infos into it. +*.manifest +*.spec + +# Installer logs +pip-log.txt +pip-delete-this-directory.txt + +# Unit test / coverage reports +htmlcov/ +.tox/ +.nox/ +.coverage +.coverage.* +.cache +nosetests.xml +coverage.xml +*.cover +*.py,cover +.hypothesis/ +.pytest_cache/ +cover/ + +# Translations +*.mo +*.pot + +# Django stuff: +*.log +local_settings.py +db.sqlite3 +db.sqlite3-journal + +# Flask stuff: +instance/ +.webassets-cache + +# Scrapy stuff: +.scrapy + +# Sphinx documentation +docs/_build/ + +# PyBuilder +.pybuilder/ +target/ + +# Jupyter Notebook +.ipynb_checkpoints + +# IPython +profile_default/ +ipython_config.py + +# pyenv +.python-version + +# pipenv +Pipfile.lock + +# poetry +poetry.lock + +# pdm +.pdm.toml +.pdm-python +.pdm-build/ + +# uv +uv.lock + +# PEP 582; used by e.g. github.com/David-OConnor/pyflow and github.com/pdm-project/pdm +__pypackages__/ + +# Celery stuff +celerybeat-schedule +celerybeat.pid + +# SageMath parsed files +*.sage.py + +# Environments +.env +.venv +env/ +venv/ +ENV/ +env.bak/ +venv.bak/ + +# Spyder project settings +.spyderproject +.spyproject + +# Rope project settings +.ropeproject + +# mkdocs documentation +/site + +# mypy +.mypy_cache/ +.dmypy.json +dmypy.json + +# Pyre type checker +.pyre/ + +# pytype static type analyzer +.pytype/ + +# Cython debug symbols +cython_debug/ \ No newline at end of file diff --git a/Dockerfile b/Dockerfile new file mode 100644 index 0000000..21c2eae --- /dev/null +++ b/Dockerfile @@ -0,0 +1,28 @@ +FROM python:3.12-slim AS build + +COPY --from=ghcr.io/astral-sh/uv:latest /uv /bin/uv + +RUN apt-get update && apt-get upgrade -y && apt-get install -y --no-install-recommends \ + python3 \ + python3-pip \ + ninja-build \ + libopenblas-dev \ + build-essential \ + && apt-get clean \ + && rm -rf /var/lib/apt/lists/* /tmp/* + +ENV VIRTUAL_ENV=/opt/venv \ + PATH="/opt/venv/bin:$PATH" + +COPY ./pyproject.toml . + +RUN uv venv opt/venv && uv pip install -r pyproject.toml + +FROM python:3.12-slim-bullseye +COPY --from=build /opt/venv /opt/venv + +COPY ./src . + +ENV PATH="/opt/venv/bin:$PATH" + +ENTRYPOINT ["gunicorn", "-w", "2", "web.app:app"] diff --git a/Makefile b/Makefile new file mode 100644 index 0000000..962c411 --- /dev/null +++ b/Makefile @@ -0,0 +1,24 @@ +.PHONY: run setup clean + +run: + echo "Running the application" + +dev: + flask --app src.web.app run --debug + +test: + pytest --verbose + +# Install the dependencies to the virtual environment +# Remove unnecessary dependencies +setup: pyproject.toml + uv sync --all-extras + +quality: + ruff format --config pyproject.toml --line-length 88 --exclude src/notebook . + ruff check --fix --respect-gitignore --exclude src/notebook --config pyproject.toml . + +clean: + rm -rf __pycache__ + rm -rf .venv + diff --git a/README.md b/README.md new file mode 100644 index 0000000..23b9197 --- /dev/null +++ b/README.md @@ -0,0 +1,94 @@ +# Gemma-2 2B fine-tuned for Structured Data Extraction + +This project is a collection of notebook and a simple flask web server to serve +**Gemma-2** using **llama-cpp**. + +The goal of this project is to fine-tune a model to get a better result on the task of +to the task of extracting data into a structured format (JSON). + +You will need to provide the **output schema** in openapi format and the **text** (context). + +## ⛩️ Project Architecture + +The project is divided between notebook for the fine-tuning, quantization and evaluation and python files. + +| **Source** | **Description** | +|----------------------------------|-----------------------------------------------------------------------------------------------------------------------| +| [➡️ Gemma-2 Finetuning](https://github.com/bastienpo/llm-finetune/blob/main/src/notebook/gemma_2_finetuning.ipynb) | A notebook that shows how tofine-tune and quantize gemma2-2b-it using the unsloth and hugging-face libraries. | +| [➡️ Server](https://github.com/bastienpo/llm-finetune/blob/main/src/web/app.py) | A simple flask REST server using llama-cpp with a 4 bit quantized model. | +| [➡️ CI/CD](https://github.com/bastienpo/llm-finetune/blob/main/.github/workflows/cicd.yml) | A github action consisting of a formatting/linting step with ruff, testing with pytest and building the docker image. | +| [➡️ Dockerfile](https://github.com/bastienpo/llm-finetune/blob/main/Dockerfile) | A mutlistage dockerfile to build the server with gunicorn. | + + +## 📊 Details about the Dataset + +The different finetuned models can be found in safetensors and GGUF format (4bit, 8bit) on the hugging-face hub at [bastienp/Gemma-2-2B-it-JSON-data-extration](https://huggingface.co/bastienp/Gemma-2-2B-it-JSON-data-extration). + +**Note**: It also gives more details on how to use it with **llama-cpp** or **unsloth**. + +## 💻 Installation + +### Dev setup + +Recommended: Use the fast Python package installer and resolver **uv** from astral. + +Alternatively, you can replace this command with *pip*. You can find the documentation +for installing uv [here](https://github.com/astral-sh/uv?tab=readme-ov-file#getting-started). + +1. Sync the dependencies with uv + +```bash +uv venv .venv +``` + +```bash +source .venv/bin/activate +``` + +```bash +uv sync --all-extras --dev # in addition it adds pytest and ruff +``` + +2. Launch a flask dev server + +```bash +flask --app src.web.app run --debug +``` + +To reproduce the fine-tuning, the easiest way is to use Google Collab (the free version is sufficient). + +3. Run the tests (API testing) + +```bash +pytest +``` +**Note**: An example of how to call the API and the prompt format can be found in `examplesexample_api_call.py`. + +## 👥 Deployment setup + +In order to deploy the model the easiest way to go is to use the provided docker image. + +1. Pull the image from github (buit from the CI): + +```bash +docker pull ghcr.io/bastienpo/unsloth_finetuning:main +``` + + +**Note**: Otherwise you can build the image yourself +```bash +docker build -tag unsloth_finetuning:0.0.1 . +``` + + +2. Run the docker image + +```bash +docker run -p 8000:8000 -d unsloth_finetuning:main # or 0.0.1 +``` + +3. Make a post request + +```bash +curl -i -H "Content-Type: application/json" -X POST -d '{"query": "How are you ?"}' http://localhost:8000/api/v1/chat/completions +``` \ No newline at end of file diff --git a/examples/example_api_call.py b/examples/example_api_call.py new file mode 100644 index 0000000..9aa6a19 --- /dev/null +++ b/examples/example_api_call.py @@ -0,0 +1,60 @@ +"""Example of making an API call to the server.""" + +import json +from typing import Any + +import requests +from pydantic import BaseModel + + +class Requirement(BaseModel): + description: str + tags: list[str] + + +JSON_PROMPT = """Below is a text paired with input that provides further context. Write JSON output that matches the schema to extract information. + +### Input: +{} + +### Schema: +{} + +### Response: +""" + + +def make_api_call( + url: str, query: str, hostname: str = "localhost", port: int = "5000" +) -> dict[str, Any]: + """Make an API call to the specified endpoint. + + Args: + url (str): The endpoint to make the API call to. + query (str): The query to send to the endpoint. + hostname (str): The hostname of the server. + port (int): The port of the server. + + Returns: + dict[str, Any]: The JSON response from the server. + """ + response = requests.post( + f"http://{hostname}:{port}/{url}", + json={ + "query": query, + }, + ) + + return response.json() + + +if __name__ == "__main__": + prompt = JSON_PROMPT.format( + "A car is a vehicle that has four wheels and an engine.", + str(Requirement.model_json_schema()), + ) + + res = make_api_call(url="api/v1/chat/completions", query=prompt) + + # parse the json response + print(json.dumps(res["response"])) diff --git a/pyproject.toml b/pyproject.toml new file mode 100644 index 0000000..fcaaaea --- /dev/null +++ b/pyproject.toml @@ -0,0 +1,35 @@ +[project] +name = "unsloth_finetuning" +version = "0.1.0" +description = "Finetuning of Gemma-2 2B for structured output" +readme = "README.md" +requires-python = ">=3.11" +license = { text = "MIT License" } +dependencies = [ + "Flask>=3.0.3", + "gunicorn>=23.0.0", + "llama-cpp-python>=0.2.88", + "huggingface-hub>=0.24.6", + "httpx>=0.27.0", + "pydantic>=2.8.2", +] + +[project.optional-dependencies] +test = ["pytest>=8.3.2"] + +[project.urls] +respository = "https://github.com/bastienpo/unsloth_finetuning" + +[tool.ruff] +# Same as black +line-length = 88 + +[tool.ruff.format] +docstring-code-format = true +docstring-code-line-length = "dynamic" + +[tool.ruff.lint.pydocstyle] +convention = "google" + +[tool.uv] +dev-dependencies = ["ruff>=0.6.1"] diff --git a/src/notebook/__init__.py b/src/notebook/__init__.py new file mode 100644 index 0000000..e69de29 diff --git a/src/notebook/gemma_2_finetuning.ipynb b/src/notebook/gemma_2_finetuning.ipynb new file mode 100644 index 0000000..f762c84 --- /dev/null +++ b/src/notebook/gemma_2_finetuning.ipynb @@ -0,0 +1,15512 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "id": "iAbrzmBxhKTT" + }, + "source": [ + "# Fine-tuning gemma2-2b for structured data extraction" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "eDCNXuLRvHQc" + }, + "source": [ + "**Use case**:\n", + "\n", + "The goal is to extract structured output data from a text in a structured way (JSON format is the most common).\n", + "\n", + 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+ "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "XkVf6OURuTQw" + }, + "source": [ + "I decided to use gemma2-2b because it is a distilled model with great performance on the various benchmarks.\n", + "\n", + "As we are on limited hardware, we can use the 2B parameter version of the model, which allows for speed of fine tuning." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": { + "id": "2eSvM9zX_2d3" + }, + "outputs": [], + "source": [ + "%%capture\n", + "# Installs Unsloth, Xformers (Flash Attention) and all other packages!\n", + "!pip install \"unsloth[colab-new] @ git+https://github.com/unslothai/unsloth.git\"\n", + "!pip install --no-deps \"xformers<0.0.27\" \"trl<0.9.0\" peft accelerate bitsandbytes\n", + "\n", + "import torch\n", + "\n", + "if torch.cuda.get_device_capability()[0] >= 8:\n", + " !pip install --no-deps packaging ninja einops \"flash-attn>=2.6.3\"" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": { + "id": "krTDWxUxMECs" + }, + "outputs": [], + "source": [ + "# Known issue with Gemma-2 and cache issue\n", + "torch._dynamo.config.accumulated_cache_size_limit = 2048" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": { + "id": "dnzizcdW5yiP" + }, + "outputs": [], + "source": [ + "from google.colab import userdata\n", + "\n", + "HF_TOKEN_READ = userdata.get(\"HF_TOKEN_READ\")\n", + "HF_TOKEN_WRITE = userdata.get(\"HF_TOKEN_WRITE\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "PFbVNO8c5hE-" + }, + "source": [ + "# Gemma-2-2b fine-tuning with unsloth\n", + "\n", + "Unsloth is a framework used to simplify the process of fine-tuning a model by reducing the amount of boilerplate." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 351, + "referenced_widgets": [ + "dc9055bec8ea477aba7ab70034c18df9", + "08fd9c21a3ae415092a8b41ffa6ef29d", + 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Transformers = 4.44.0.\n", + " \\\\ /| GPU: Tesla T4. Max memory: 14.748 GB. Platform = Linux.\n", + "O^O/ \\_/ \\ Pytorch: 2.3.1+cu121. CUDA = 7.5. CUDA Toolkit = 12.1.\n", + "\\ / Bfloat16 = FALSE. FA [Xformers = 0.0.26.post1. FA2 = False]\n", + " \"-____-\" Free Apache license: http://github.com/unslothai/unsloth\n", + "Unsloth: Fast downloading is enabled - ignore downloading bars which are red colored!\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "dc9055bec8ea477aba7ab70034c18df9", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "model.safetensors: 0%| | 0.00/5.23G [00:00, ?B/s]" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "7c8579a5dc2b4b79b24481c2e1fa23d4", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "generation_config.json: 0%| | 0.00/209 [00:00, ?B/s]" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "c78567588a3c4413a226dadb7ae9aa22", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "tokenizer_config.json: 0%| | 0.00/47.0k [00:00, ?B/s]" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "17da28a6e453436faaa2546599d88603", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "tokenizer.model: 0%| | 0.00/4.24M [00:00, ?B/s]" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "fc80466ebadd418ebd6998dce68846fc", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "special_tokens_map.json: 0%| | 0.00/636 [00:00, ?B/s]" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "e4cec12ac63943dcaddf1ee59a33efd0", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "tokenizer.json: 0%| | 0.00/17.5M [00:00, ?B/s]" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from unsloth import FastLanguageModel\n", + "\n", + "import torch\n", + "\n", + "model, tokenizer = FastLanguageModel.from_pretrained(\n", + " model_name=\"google/gemma-2-2b-it\",\n", + " max_seq_length=2048,\n", + " dtype=torch.float16, # For Tesla T4\n", + " load_in_4bit=False,\n", + " token=HF_TOKEN_READ,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "SXd9bTZd1aaL" + }, + "source": [ + "We are now adding LoRA adapters so that we only need to update a small number of parameters (<10%) due to the limited computing power available." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "6bZsfBuZDeCL", + "outputId": "7c0a4ac5-6fa6-4cd4-9a0a-f7a3c2e7499a" + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Not an error, but Unsloth cannot patch MLP layers with our manual autograd engine since either LoRA adapters\n", + "are not enabled or a bias term (like in Qwen) is used.\n", + "Unsloth 2024.8 patched 26 layers with 26 QKV layers, 26 O layers and 0 MLP layers.\n" + ] + } + ], + "source": [ + "model = FastLanguageModel.get_peft_model(\n", + " model,\n", + " r=16,\n", + " target_modules=[\n", + " \"q_proj\",\n", + " \"k_proj\",\n", + " \"v_proj\",\n", + " \"o_proj\",\n", + " \"gate_proj\",\n", + " \"up_proj\",\n", + " \"down_proj\",\n", + " ],\n", + " lora_alpha=16,\n", + " lora_dropout=0,\n", + " bias=\"none\",\n", + " use_gradient_checkpointing=\"unsloth\",\n", + " random_state=42,\n", + " use_rslora=True, # Rank stabilized LoRA seems to outperform LoRa (according to Rank-Stabilized LoRA paper)\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "vITh0KVJ10qX" + }, + "source": [ + "### Preparing the dataset\n", + "We will now use the json_data_extraction dataset from paraloq.ai.\n", + "\n", + "The json_data_extraction is a dataset with 484 samples.\n", + "\n", + "The dataset consists of text, a json output schema and a json output ground truth.\n", + "\n", + "The pre-processing of the dataset is as follows:\n", + "- Format the JSON prompt consisting of:\n", + " 1. The command\n", + " 2. Text input\n", + " 3. A JSON Schema\n", + " 4. The format of the input" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 165, + "referenced_widgets": [ + "6fd9e37b31a342cab253b8418598f0c2", + "b4133b3c6dfc4e889a1b6e5ca8fc65c5", + "72816dd51e4e406aa62699eac03309b0", + "7a2c85ddd27a4084a1ddaa5df9e6c947", + "9980511dacc840e18cd8cc78ce6efa93", + "4b3d483d6a73419983ba7248b72c6ab9", + "5b4159e14e9f471a8ee8f08c5236f8f3", + "41c0f2b1cf5d44a580956918bcd4de4f", + "5d1970fe13dc4683b2a9da2e3e0b1736", + "51aa32bb36314e27ae65820a2b75a236", + "3401ad8536fe49f4a27e504f1851ab7a", + "de1e9bc1242440dc988fba91ccd08f30", + "be765d4187c14f2aa45894c1e8fcbace", + "e80e1c91b4b745929b0f4dfc3f4dff06", + "530f2ef7b9bd45cb9c67bb036f8aabf3", + "1a559800c8764befa3b3b758c6a30b3b", + "dc1e8cc1c166409a8014a4f2017f6a6e", + "515cfe3968954e819d60cbd9d0b061e4", + "1feb2519b70d4b26b4d135b4d15ddef9", + "7448a456d3f34d34a477715bf6992843", + "0256d4f50a284d09aa818f5b037fb412", + "a1571c6859a54053b6207a24eef7a7ac", + "97986690922c4f049691697c19f3de48", + "9ce86787c0c04c10a0375e8f1c48f70f", + "e7650bf3c1a34549a926e28b9aabe60b", + "24ef1c814a6e433db9281c8c259ec6f0", + "0d3b5a860e264fdb9c3ac0e0cc86e14d", + "4114cba92b9445cb94e7bf98f93b59e5", + "b4a6ac6a145f40faa21a0adaa2982436", + "314b420fd14e453c99305431928b7b69", + "5e11b1d879fe47a68beb75d0d0a45552", + "67fff21acbda4f758c5465d999bd7d6c", + "ede71c838b56474da74139a5d5e4eb2d", + "669a0b2ab1d54e1bb3285a69433822a4", + "a8c87b2f536a4803b8f4601c73806d45", + "b8e507bbade04c2b9090c6825bce7625", + "2e32c8345b4b432da0097a2fc5d77091", + "5187cf89d27c4c56baea5eba0e43b003", + "16c0a1a405284912ac7207a9d118003e", + "ea2f5115a5cf474abc39a7d32c3468eb", + "305127fa2ae84d32a2910d332417e3f6", + "5c95d6a5843c409ab436f9d5feda888a", + "be39e5e61a3c4acbbea81b3ce8dbb2a4", + "611221d98c914be19c4fd26e1a36f198" + ] + }, + "id": "LjY75GoYUCB8", + "outputId": "f8b458ae-f1b0-40d0-8879-aba1a793711f" + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "6fd9e37b31a342cab253b8418598f0c2", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Downloading readme: 0%| | 0.00/3.74k [00:00, ?B/s]" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "de1e9bc1242440dc988fba91ccd08f30", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Downloading data: 0%| | 0.00/967k [00:00, ?B/s]" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "97986690922c4f049691697c19f3de48", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Generating train split: 0%| | 0/484 [00:00, ? examples/s]" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "669a0b2ab1d54e1bb3285a69433822a4", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Map: 0%| | 0/290 [00:00, ? examples/s]" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from datasets import load_dataset\n", + "\n", + "json_prompt = \"\"\"Below is a text paired with input that provides further context. Write JSON output that matches the schema to extract information.\n", + "\n", + "### Input:\n", + "{}\n", + "\n", + "### Schema:\n", + "{}\n", + "\n", + "### Response:\n", + "{}\"\"\"\n", + "\n", + "\n", + "def formatting_prompts_func(examples):\n", + " inputs = examples[\"text\"]\n", + " schemas = examples[\"schema\"]\n", + " outputs = examples[\"item\"]\n", + " texts = []\n", + "\n", + " for input, schema, output in zip(inputs, schemas, outputs):\n", + " # Must add EOS_TOKEN, otherwise your generation will go on forever!\n", + " text = json_prompt.format(input, schema, output) + tokenizer.eos_token\n", + " texts.append(text)\n", + " return {\n", + " \"text\": texts,\n", + " }\n", + "\n", + "dataset = load_dataset(\"paraloq/json_data_extraction\", split=\"train[:60%]\")\n", + "dataset = dataset.map(\n", + " formatting_prompts_func,\n", + " batched=True,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "idAEIeSQ3xdS" + }, + "source": [ + "<\n", + "### Train the model\n", + "\n", + "Unsloth supports the Huggingface TRL's `SFTTrainer`!\n", + "\n", + "We use supervised fine-tuning with our ground truth with a LoRa fine-tuning due to the limited memory on the collab T4." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 86, + "referenced_widgets": [ + "abf79c4b4d0e4933924063a1bb1e1472", + "a36d01b9b4eb4508b29d1475daad4cc9", + "213669750e4648f7879f2b5b9a96e6a3", + "e1d2050e61914a13b4538bc18513ef4c", + "cdf343d066b04b88bded47bcc8fb8c37", + "aeb50cf8da8641a594e0fb1b05a71cd9", + "1ac30826509d432eacf158967357215e", + "2d3380271dc5488698a4ff753d853eeb", + "4b82f796f506441f9aae0e5e7416aba8", + "d3e708dc17204a258fb5f495e27c337d", + "bc5fefbb3c1d48f9b1e58d252c004ea9" + ] + }, + "id": "95_Nn-89DhsL", + "outputId": "47a37a3f-9830-43e9-8fb4-28c866bce941" + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "abf79c4b4d0e4933924063a1bb1e1472", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Generating train split: 0 examples [00:00, ? examples/s]" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "max_steps is given, it will override any value given in num_train_epochs\n" + ] + } + ], + "source": [ + "from trl import SFTTrainer\n", + "from transformers import TrainingArguments\n", + "from unsloth import is_bfloat16_supported\n", + "\n", + "trainer = SFTTrainer(\n", + " model=model,\n", + " tokenizer=tokenizer,\n", + " train_dataset=dataset,\n", + " dataset_text_field=\"text\",\n", + " max_seq_length=2048,\n", + " dataset_num_proc=2,\n", + " packing=True,\n", + " args=TrainingArguments(\n", + " per_device_train_batch_size=2,\n", + " gradient_accumulation_steps=4,\n", + " warmup_steps=5,\n", + " max_steps=60,\n", + " learning_rate=2e-4,\n", + " fp16=not is_bfloat16_supported(),\n", + " bf16=is_bfloat16_supported(),\n", + " logging_steps=1,\n", + " optim=\"adamw_8bit\",\n", + " weight_decay=0.01,\n", + " lr_scheduler_type=\"linear\",\n", + " seed=42,\n", + " output_dir=\"outputs\",\n", + " ),\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "LZJ95FYx7UG5" + }, + "source": [ + "## Reserved GPU memory" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "2ejIt2xSNKKp", + "outputId": "224982bb-fe5c-4608-e3b1-24b46a993769" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "GPU = Tesla T4. Max memory = 14.748 GB.\n", + "5.594 GB of memory reserved.\n" + ] + } + ], + "source": [ + "gpu_stats = torch.cuda.get_device_properties(0)\n", + "start_gpu_memory = round(torch.cuda.max_memory_reserved() / 1024 / 1024 / 1024, 3)\n", + "max_memory = round(gpu_stats.total_memory / 1024 / 1024 / 1024, 3)\n", + "print(f\"GPU = {gpu_stats.name}. Max memory = {max_memory} GB.\")\n", + "print(f\"{start_gpu_memory} GB of memory reserved.\")" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 1000 + }, + "id": "yqxqAZ7KJ4oL", + "outputId": "c2e433b8-1c37-43cc-9730-183547c61992" + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "==((====))== Unsloth - 2x faster free finetuning | Num GPUs = 1\n", + " \\\\ /| Num examples = 191 | Num Epochs = 3\n", + "O^O/ \\_/ \\ Batch size per device = 2 | Gradient Accumulation steps = 4\n", + "\\ / Total batch size = 8 | Total steps = 60\n", + " \"-____-\" Number of trainable parameters = 6,389,760\n" + ] + }, + { + "data": { + "text/html": [ + "\n", + "
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