{"cells": [{"cell_type": "markdown", "id": "9c902f0b", "metadata": {"papermill": {"duration": 0.020088, "end_time": "2023-10-04T01:00:26.256659", "exception": false, "start_time": "2023-10-04T01:00:26.236571", "status": "completed"}, "tags": []}, "source": ["\n", "# Fine-Tuning Scheduler\n", "\n", "* **Author:** [Dan Dale](https://github.com/speediedan)\n", "* **License:** CC BY-SA\n", "* **Generated:** 2023-10-04T00:59:41.547882\n", "\n", "This notebook introduces the [Fine-Tuning Scheduler](https://finetuning-scheduler.readthedocs.io/en/stable/index.html) extension\n", "and demonstrates the use of it to fine-tune a small foundation model on the\n", "[RTE](https://huggingface.co/datasets/viewer/?dataset=super_glue&config=rte) task of\n", "[SuperGLUE](https://super.gluebenchmark.com/) with iterative early-stopping defined according to a user-specified\n", "schedule. It uses Hugging Face's ``datasets`` and ``transformers`` libraries to retrieve the relevant benchmark data\n", "and foundation model weights. The required dependencies are installed via the finetuning-scheduler ``[examples]`` extra.\n", "\n", "\n", "---\n", "Open in [![Open In Colab](data:image/png;base64,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){height=\"20px\" width=\"117px\"}](https://colab.research.google.com/github/PytorchLightning/lightning-tutorials/blob/publication/.notebooks/lightning_examples/finetuning-scheduler.ipynb)\n", "\n", "Give us a \u2b50 [on Github](https://www.github.com/Lightning-AI/lightning/)\n", "| Check out [the documentation](https://pytorch-lightning.readthedocs.io/en/stable/)\n", "| Join us [on Slack](https://www.pytorchlightning.ai/community)"]}, {"cell_type": "markdown", "id": "c5a929ac", "metadata": {"papermill": {"duration": 0.017506, "end_time": "2023-10-04T01:00:26.292196", "exception": false, "start_time": "2023-10-04T01:00:26.274690", "status": "completed"}, "tags": []}, "source": ["## Setup\n", "This notebook requires some packages besides pytorch-lightning."]}, {"cell_type": "code", "execution_count": 1, "id": "2b818c6f", "metadata": {"colab": {}, "colab_type": "code", "execution": {"iopub.execute_input": "2023-10-04T01:00:26.321284Z", "iopub.status.busy": "2023-10-04T01:00:26.321092Z", "iopub.status.idle": "2023-10-04T01:00:31.435751Z", "shell.execute_reply": "2023-10-04T01:00:31.434738Z"}, "id": "LfrJLKPFyhsK", "lines_to_next_cell": 0, "papermill": {"duration": 5.131552, "end_time": "2023-10-04T01:00:31.438692", "exception": false, "start_time": "2023-10-04T01:00:26.307140", "status": "completed"}, "tags": []}, "outputs": [{"name": "stdout", "output_type": "stream", "text": ["\u001b[33mWARNING: Running pip as the 'root' user can result in broken permissions and conflicting behaviour with the system package manager. It is recommended to use a virtual environment instead: https://pip.pypa.io/warnings/venv\u001b[0m\u001b[33m\r\n", "\u001b[0m"]}], "source": ["! pip install --quiet \"finetuning-scheduler[examples]>=2.0.0\" \"setuptools>=68.0.0, <68.3.0\" \"urllib3\" \"torchmetrics>=0.7, <1.3\" \"torch>=1.12.1\" \"matplotlib>=3.0.0, <3.9.0\" \"pytorch-lightning>=1.4, <2.1.0\" \"ipython[notebook]>=8.0.0, <8.17.0\" \"torch>=1.8.1, <2.1.0\""]}, {"cell_type": "markdown", "id": "7d794101", "metadata": {"papermill": {"duration": 0.026176, "end_time": "2023-10-04T01:00:31.494949", "exception": false, "start_time": "2023-10-04T01:00:31.468773", "status": "completed"}, "tags": []}, "source": ["## Scheduled Fine-Tuning with the Fine-Tuning Scheduler Extension\n", "\n", "![Fine-Tuning Scheduler logo](data:image/png;base64,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width=\"401px\"}\n", "\n", "The [Fine-Tuning Scheduler](https://finetuning-scheduler.readthedocs.io/en/stable/index.html) extension accelerates and enhances model experimentation with flexible fine-tuning schedules.\n", "\n", "Training with the extension is simple and confers a host of benefits:\n", "\n", "- it dramatically increases fine-tuning flexibility\n", "- expedites and facilitates exploration of model tuning dynamics\n", "- enables marginal performance improvements of fine-tuned models\n", "\n", "Setup is straightforward, just install from PyPI! Since this notebook-based example requires a few additional packages (e.g.\n", "``transformers``, ``sentencepiece``), we installed the ``finetuning-scheduler`` package with the ``[examples]`` extra above.\n", "Once the ``finetuning-scheduler`` package is installed, the [FinetuningScheduler](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.fts.html#finetuning_scheduler.fts.FinetuningScheduler) callback (FTS) is available for use with Lightning.\n", "For additional installation options, please see the Fine-Tuning Scheduler [README](https://github.com/speediedan/finetuning-scheduler/blob/main/README.md).\n", "\n", "\n", "\n", "
\n", "\n", "Fundamentally, [Fine-Tuning Scheduler](https://finetuning-scheduler.readthedocs.io/en/stable/index.html) enables\n", "scheduled, multi-phase, fine-tuning of foundation models. Gradual unfreezing (i.e. thawing) can help maximize\n", "foundation model knowledge retention while allowing (typically upper layers of) the model to\n", "optimally adapt to new tasks during transfer learning [1, 2, 3]\n", "\n", "
\n", "\n", "The [FinetuningScheduler](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.fts.html#finetuning_scheduler.fts.FinetuningScheduler) callback orchestrates the gradual unfreezing\n", "of models via a fine-tuning schedule that is either implicitly generated (the default) or explicitly provided by the user\n", "(more computationally efficient). Fine-tuning phase transitions are driven by\n", "[FTSEarlyStopping](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.fts_supporters.html#finetuning_scheduler.fts_supporters.FTSEarlyStopping)\n", "criteria (a multi-phase extension of ``EarlyStopping`` packaged with FinetuningScheduler), user-specified epoch transitions or a composition of the two (the default mode).\n", "A [FinetuningScheduler](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.fts.html#finetuning_scheduler.fts.FinetuningScheduler) training session completes when the\n", "final phase of the schedule has its stopping criteria met. See\n", "the [early stopping documentation](https://lightning.ai/docs/pytorch/stable/api/lightning.pytorch.callbacks.EarlyStopping.html) for more details on that callback's configuration.\n", "\n", "![FinetuningScheduler explicit loss animation](data:image/gif;base64,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){height=\"272px\" width=\"376px\"}"]}, {"cell_type": "markdown", "id": "07db61a0", "metadata": {"papermill": {"duration": 0.014737, "end_time": "2023-10-04T01:00:31.527404", "exception": false, "start_time": "2023-10-04T01:00:31.512667", "status": "completed"}, "tags": []}, "source": ["\n", "## Basic Usage\n", "\n", "If no fine-tuning schedule is provided by the user, [FinetuningScheduler](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.fts.html#finetuning_scheduler.fts.FinetuningScheduler) will generate a\n", "[default schedule](#The-Default-Fine-Tuning-Schedule) and proceed to fine-tune according to the generated schedule,\n", "using default [FTSEarlyStopping](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.fts_supporters.html#finetuning_scheduler.fts_supporters.FTSEarlyStopping) and [FTSCheckpoint](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.fts_supporters.html#finetuning_scheduler.fts_supporters.FTSCheckpoint) callbacks with ``monitor=val_loss``.\n", "\n", "\n", "\n", "```python\n", "import lightning as L\n", "from finetuning_scheduler import FinetuningScheduler\n", "trainer = L.Trainer(callbacks=[FinetuningScheduler()])\n", "```"]}, {"cell_type": "markdown", "id": "7deee3b5", "metadata": {"papermill": {"duration": 0.013461, "end_time": "2023-10-04T01:00:31.593130", "exception": false, "start_time": "2023-10-04T01:00:31.579669", "status": "completed"}, "tags": []}, "source": ["## The Default Fine-Tuning Schedule\n", "\n", "Schedule definition is facilitated via the [gen_ft_schedule](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.fts_supporters.html#finetuning_scheduler.fts_supporters.ScheduleImplMixin.gen_ft_schedule) method which dumps a default fine-tuning schedule (by default using a naive, 2-parameters per level heuristic) which can be adjusted as\n", "desired by the user and/or subsequently passed to the callback. Using the default/implicitly generated schedule will likely be less computationally efficient than a user-defined fine-tuning schedule but is useful for exploring a model's fine-tuning behavior and can serve as a good baseline for subsequent explicit schedule refinement.\n", "While the current version of [FinetuningScheduler](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.fts.html#finetuning_scheduler.fts.FinetuningScheduler) only supports single optimizer and (optional) lr_scheduler configurations, per-phase maximum learning rates can be set as demonstrated in the next section."]}, {"cell_type": "markdown", "id": "bc71b2b5", "metadata": {"papermill": {"duration": 0.012689, "end_time": "2023-10-04T01:00:31.619528", "exception": false, "start_time": "2023-10-04T01:00:31.606839", "status": "completed"}, "tags": []}, "source": ["## Specifying a Fine-Tuning Schedule\n", "\n", "To specify a fine-tuning schedule, it's convenient to first generate the default schedule and then alter the thawed/unfrozen parameter groups associated with each fine-tuning phase as desired. Fine-tuning phases are zero-indexed and executed in ascending order.\n", "\n", "1. First, generate the default schedule to ``Trainer.log_dir``. It will be named after your\n", " ``LightningModule`` subclass with the suffix ``_ft_schedule.yaml``.\n", "\n", "```python\n", " import lightning as L\n", " from finetuning_scheduler import FinetuningScheduler\n", " trainer = L.Trainer(callbacks=[FinetuningScheduler(gen_ft_sched_only=True)])\n", "```\n", "\n", "2. Alter the schedule as desired.\n", "\n", "![side_by_side_yaml](data:image/png;base64,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){height=\"327px\" width=\"800px\"}\n", "\n", "3. Once the fine-tuning schedule has been altered as desired, pass it to\n", " [FinetuningScheduler](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.fts.html#finetuning_scheduler.fts.FinetuningScheduler) to commence scheduled training:\n", "\n", "```python\n", "import lightning as L\n", "from finetuning_scheduler import FinetuningScheduler\n", "\n", "trainer = L.Trainer(callbacks=[FinetuningScheduler(ft_schedule=\"/path/to/my/schedule/my_schedule.yaml\")])\n", "```"]}, {"cell_type": "markdown", "id": "62af6cce", "metadata": {"papermill": {"duration": 0.012779, "end_time": "2023-10-04T01:00:31.645053", "exception": false, "start_time": "2023-10-04T01:00:31.632274", "status": "completed"}, "tags": []}, "source": ["## Early-Stopping and Epoch-Driven Phase Transition Criteria\n", "\n", "\n", "By default, [FTSEarlyStopping](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.fts_supporters.html#finetuning_scheduler.fts_supporters.FTSEarlyStopping) and epoch-driven\n", "transition criteria are composed. If a ``max_transition_epoch`` is specified for a given phase, the next fine-tuning phase will begin at that epoch unless [FTSEarlyStopping](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.fts_supporters.html#finetuning_scheduler.fts_supporters.FTSEarlyStopping) criteria are met first.\n", "If [FinetuningScheduler.epoch_transitions_only](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.fts.html#finetuning_scheduler.fts.FinetuningScheduler.params.epoch_transitions_only) is ``True``, [FTSEarlyStopping](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.fts_supporters.html#finetuning_scheduler.fts_supporters.FTSEarlyStopping) will not be used\n", "and transitions will be exclusively epoch-driven.\n", "\n", "\n", "
\n", "\n", "**Tip:** Use of regex expressions can be convenient for specifying more complex schedules. Also, a per-phase base maximum lr can be specified:\n", "\n", "![emphasized_yaml](data:image/png;base64,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){height=\"380px\" width=\"800px\"}\n", "\n", "
\n", "\n", "\n", "\n", "The end-to-end example in this notebook ([Scheduled Fine-Tuning For SuperGLUE](#Scheduled-Fine-Tuning-For-SuperGLUE)) uses [FinetuningScheduler](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.fts.html#finetuning_scheduler.fts.FinetuningScheduler) in explicit mode to fine-tune a small foundation model on the [RTE](https://huggingface.co/datasets/viewer/?dataset=super_glue&config=rte) task of [SuperGLUE](https://super.gluebenchmark.com/).\n", "Please see the [official Fine-Tuning Scheduler documentation](https://finetuning-scheduler.readthedocs.io/en/stable/index.html) if you are interested in a similar [CLI-based example](https://finetuning-scheduler.readthedocs.io/en/stable/index.html#example-scheduled-fine-tuning-for-superglue) using the LightningCLI."]}, {"cell_type": "markdown", "id": "06c0d293", "metadata": {"papermill": {"duration": 0.012695, "end_time": "2023-10-04T01:00:31.670485", "exception": false, "start_time": "2023-10-04T01:00:31.657790", "status": "completed"}, "tags": []}, "source": ["## Resuming Scheduled Fine-Tuning Training Sessions\n", "\n", "Resumption of scheduled fine-tuning training is identical to the continuation of\n", "[other training sessions](https://lightning.ai/docs/pytorch/stable/common/trainer.html) with the caveat that the provided checkpoint must have been saved by a [FinetuningScheduler](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.fts.html#finetuning_scheduler.fts.FinetuningScheduler) session.\n", "[FinetuningScheduler](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.fts.html#finetuning_scheduler.fts.FinetuningScheduler) uses [FTSCheckpoint](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.fts_supporters.html#finetuning_scheduler.fts_supporters.FTSCheckpoint) (an extension of ``ModelCheckpoint``) to maintain schedule state with special metadata.\n", "\n", "\n", "```python\n", "import lightning as L\n", "from finetuning_scheduler import FinetuningScheduler\n", "trainer = L.Trainer(callbacks=[FinetuningScheduler()])\n", "trainer.ckpt_path=\"some/path/to/my_checkpoint.ckpt\"\n", "trainer.fit(...)\n", "```\n", "\n", "Training will resume at the depth/level of the provided checkpoint according to the specified schedule. Schedules can be altered between training sessions but schedule compatibility is left to the user for maximal flexibility. If executing a user-defined schedule, typically the same schedule should be provided for the original and resumed training sessions.\n", "\n", "By default ([FinetuningScheduler.restore_best](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.fts.html?highlight=restore_best#finetuning_scheduler.fts.FinetuningScheduler.params.restore_best) is ``True``), [FinetuningScheduler](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.fts.html#finetuning_scheduler.fts.FinetuningScheduler) will attempt to restore the best available checkpoint before fine-tuning depth transitions.\n", "\n", "```python\n", "trainer = L.Trainer(callbacks=[FinetuningScheduler()])\n", "trainer.ckpt_path=\"some/path/to/my_kth_best_checkpoint.ckpt\"\n", "trainer.fit(...)\n", "```\n", "\n", "Note that similar to the behavior of [ModelCheckpoint](https://lightning.ai/docs/pytorch/stable/api/lightning.pytorch.callbacks.ModelCheckpoint.html), when resuming training with a\n", "different [FTSCheckpoint](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.fts_supporters.html#finetuning_scheduler.fts_supporters.FTSCheckpoint) ``dirpath`` from the provided\n", "checkpoint, the new training session's checkpoint state will be re-initialized at the resumption depth with the provided checkpoint being set as the best checkpoint."]}, {"cell_type": "markdown", "id": "9fd4b1a8", "metadata": {"papermill": {"duration": 0.012728, "end_time": "2023-10-04T01:00:31.696107", "exception": false, "start_time": "2023-10-04T01:00:31.683379", "status": "completed"}, "tags": []}, "source": ["
\n", "\n", "**Note:** Currently, [FinetuningScheduler](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.fts.html#finetuning_scheduler.fts.FinetuningScheduler) supports the following distributed strategy types:\n", "\n", "- ``ddp`` (and aliases ``ddp_find_unused_parameters_false``, ``ddp_find_unused_parameters_true``, ``ddp_spawn``, ``ddp_fork``, ``ddp_notebook``)\n", "- ``fsdp`` (and alias ``fsdp_cpu_offload``)\n", "\n", "Custom or officially unsupported strategies can be used by setting [FinetuningScheduler.allow_untested](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.fts.html?highlight=allow_untested#finetuning_scheduler.fts.FinetuningScheduler.params.allow_untested) to ``True``.\n", "Note that most currently unsupported strategies are so because they require varying degrees of modification to be compatible. For example, ``deepspeed`` will require a [StrategyAdapter](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.strategy_adapters.html#finetuning_scheduler.strategy_adapters.StrategyAdapter) to be written (similar to the one for ``FSDP``, [FSDPStrategyAdapter](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.strategy_adapters.html#finetuning_scheduler.strategy_adapters.FSDPStrategyAdapter)) before support can be added (PRs welcome!),\n", "while ``tpu_spawn`` would require an override of the current broadcast method to include python objects.\n", "
"]}, {"cell_type": "markdown", "id": "e1282094", "metadata": {"papermill": {"duration": 0.012755, "end_time": "2023-10-04T01:00:31.721575", "exception": false, "start_time": "2023-10-04T01:00:31.708820", "status": "completed"}, "tags": []}, "source": ["## Scheduled Fine-Tuning For SuperGLUE\n", "\n", "The following example demonstrates the use of [FinetuningScheduler](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.fts.html#finetuning_scheduler.fts.FinetuningScheduler) to fine-tune a small foundation model on the [RTE](https://huggingface.co/datasets/viewer/?dataset=super_glue&config=rte) task of [SuperGLUE](https://super.gluebenchmark.com/). Iterative early-stopping will be applied according to a user-specified schedule.\n"]}, {"cell_type": "code", "execution_count": 2, "id": "73da1a1d", "metadata": {"execution": {"iopub.execute_input": "2023-10-04T01:00:31.749268Z", "iopub.status.busy": "2023-10-04T01:00:31.748867Z", "iopub.status.idle": "2023-10-04T01:00:34.666615Z", "shell.execute_reply": "2023-10-04T01:00:34.665312Z"}, "papermill": {"duration": 2.934229, "end_time": "2023-10-04T01:00:34.668840", "exception": false, "start_time": "2023-10-04T01:00:31.734611", "status": "completed"}, "tags": []}, "outputs": [], "source": ["import os\n", "import warnings\n", "from datetime import datetime\n", "from typing import Any, Dict, Optional\n", "\n", "import datasets\n", "import evaluate"]}, {"cell_type": "code", "execution_count": 3, "id": "55549b1f", "metadata": {"execution": {"iopub.execute_input": "2023-10-04T01:00:34.706343Z", "iopub.status.busy": "2023-10-04T01:00:34.705931Z", "iopub.status.idle": "2023-10-04T01:00:36.819413Z", "shell.execute_reply": "2023-10-04T01:00:36.818110Z"}, "papermill": {"duration": 2.134867, "end_time": "2023-10-04T01:00:36.821957", "exception": false, "start_time": "2023-10-04T01:00:34.687090", "status": "completed"}, "tags": []}, "outputs": [], "source": ["# Import the `FinetuningScheduler` PyTorch Lightning extension module we want to use. This will import all necessary callbacks.\n", "import finetuning_scheduler as fts # isort: split\n", "\n", "import lightning as L\n", "import sentencepiece as sp # noqa: F401 # isort: split\n", "import torch\n", "from datasets import logging as datasets_logging\n", "from lightning.pytorch.callbacks import EarlyStopping, ModelCheckpoint\n", "from lightning.pytorch.loggers.tensorboard import TensorBoardLogger\n", "from lightning.pytorch.utilities import rank_zero_warn\n", "from torch.optim.adamw import AdamW\n", "from torch.optim.lr_scheduler import CosineAnnealingWarmRestarts\n", "from torch.utils.data import DataLoader\n", "from transformers import AutoConfig, AutoModelForSequenceClassification, AutoTokenizer\n", "from transformers import logging as transformers_logging\n", "from transformers.tokenization_utils_base import BatchEncoding\n", "\n", "# set notebook-level variables\n", "TASK_NUM_LABELS = {\"boolq\": 2, \"rte\": 2}\n", "DEFAULT_TASK = \"rte\"\n", "\n", "# reduce hf logging verbosity to focus on tutorial-relevant code/messages\n", "for hflogger in [transformers_logging, datasets_logging]:\n", " hflogger.set_verbosity_error()\n", "# ignore warnings related tokenizers_parallelism/DataLoader parallelism trade-off and\n", "# expected logging behavior\n", "for warnf in [\n", " r\".*does not have many workers.*\",\n", " r\".*The number of training samples.*\",\n", " r\".*converting to a fast.*\",\n", " r\".*number of training batches.*\",\n", "]:\n", " warnings.filterwarnings(\"ignore\", warnf)"]}, {"cell_type": "code", "execution_count": 4, "id": "f6d43eda", "metadata": {"execution": {"iopub.execute_input": "2023-10-04T01:00:36.878554Z", "iopub.status.busy": "2023-10-04T01:00:36.877476Z", "iopub.status.idle": "2023-10-04T01:00:36.890455Z", "shell.execute_reply": "2023-10-04T01:00:36.889486Z"}, "papermill": {"duration": 0.041598, "end_time": "2023-10-04T01:00:36.892086", "exception": false, "start_time": "2023-10-04T01:00:36.850488", "status": "completed"}, "tags": []}, "outputs": [], "source": ["class RteBoolqDataModule(L.LightningDataModule):\n", " \"\"\"A ``LightningDataModule`` designed for both the RTE or BoolQ SuperGLUE Hugging Face datasets.\"\"\"\n", "\n", " TASK_TEXT_FIELD_MAP = {\"rte\": (\"premise\", \"hypothesis\"), \"boolq\": (\"question\", \"passage\")}\n", " LOADER_COLUMNS = (\n", " \"datasets_idx\",\n", " \"input_ids\",\n", " \"token_type_ids\",\n", " \"attention_mask\",\n", " \"start_positions\",\n", " \"end_positions\",\n", " \"labels\",\n", " )\n", "\n", " def __init__(\n", " self,\n", " model_name_or_path: str,\n", " task_name: str = DEFAULT_TASK,\n", " max_seq_length: int = 128,\n", " train_batch_size: int = 16,\n", " eval_batch_size: int = 16,\n", " tokenizers_parallelism: bool = True,\n", " **dataloader_kwargs: Any,\n", " ):\n", " r\"\"\"Initialize the ``LightningDataModule`` designed for both the RTE or BoolQ SuperGLUE Hugging Face datasets.\n", "\n", " Args:\n", " model_name_or_path (str):\n", " Can be either:\n", " - A string, the ``model id`` of a pretrained model hosted inside a model repo on huggingface.co.\n", " Valid model ids can be located at the root-level, like ``bert-base-uncased``, or namespaced\n", " under a user or organization name, like ``dbmdz/bert-base-german-cased``.\n", " - A path to a ``directory`` containing model weights saved using\n", " :meth:`~transformers.PreTrainedModel.save_pretrained`, e.g., ``./my_model_directory/``.\n", " task_name (str, optional): Name of the SuperGLUE task to execute. This module supports 'rte' or 'boolq'.\n", " Defaults to DEFAULT_TASK which is 'rte'.\n", " max_seq_length (int, optional): Length to which we will pad sequences or truncate input. Defaults to 128.\n", " train_batch_size (int, optional): Training batch size. Defaults to 16.\n", " eval_batch_size (int, optional): Batch size to use for validation and testing splits. Defaults to 16.\n", " tokenizers_parallelism (bool, optional): Whether to use parallelism in the tokenizer. Defaults to True.\n", " \\**dataloader_kwargs: Arguments passed when initializing the dataloader.\n", " \"\"\"\n", " super().__init__()\n", " task_name = task_name if task_name in TASK_NUM_LABELS.keys() else DEFAULT_TASK\n", " self.text_fields = self.TASK_TEXT_FIELD_MAP[task_name]\n", " self.dataloader_kwargs = {\n", " \"num_workers\": dataloader_kwargs.get(\"num_workers\", 0),\n", " \"pin_memory\": dataloader_kwargs.get(\"pin_memory\", False),\n", " }\n", " self.save_hyperparameters()\n", " os.environ[\"TOKENIZERS_PARALLELISM\"] = \"true\" if self.hparams.tokenizers_parallelism else \"false\"\n", " self.tokenizer = AutoTokenizer.from_pretrained(\n", " self.hparams.model_name_or_path, use_fast=True, local_files_only=False\n", " )\n", "\n", " def prepare_data(self):\n", " \"\"\"Load the SuperGLUE dataset.\"\"\"\n", " # N.B. PL calls prepare_data from a single process (rank 0) so do not use it to assign\n", " # state (e.g. self.x=y)\n", " datasets.load_dataset(\"super_glue\", self.hparams.task_name)\n", "\n", " def setup(self, stage):\n", " \"\"\"Setup our dataset splits for training/validation.\"\"\"\n", " self.dataset = datasets.load_dataset(\"super_glue\", self.hparams.task_name)\n", " for split in self.dataset.keys():\n", " self.dataset[split] = self.dataset[split].map(\n", " self._convert_to_features, batched=True, remove_columns=[\"label\"]\n", " )\n", " self.columns = [c for c in self.dataset[split].column_names if c in self.LOADER_COLUMNS]\n", " self.dataset[split].set_format(type=\"torch\", columns=self.columns)\n", "\n", " self.eval_splits = [x for x in self.dataset.keys() if \"validation\" in x]\n", "\n", " def train_dataloader(self):\n", " return DataLoader(self.dataset[\"train\"], batch_size=self.hparams.train_batch_size, **self.dataloader_kwargs)\n", "\n", " def val_dataloader(self):\n", " return DataLoader(self.dataset[\"validation\"], batch_size=self.hparams.eval_batch_size, **self.dataloader_kwargs)\n", "\n", " def _convert_to_features(self, example_batch: datasets.arrow_dataset.LazyDict) -> BatchEncoding:\n", " \"\"\"Convert raw text examples to a :class:`~transformers.tokenization_utils_base.BatchEncoding` container\n", " (derived from python dict) of features that includes helpful methods for translating between word/character\n", " space and token space.\n", "\n", " Args:\n", " example_batch ([type]): The set of examples to convert to token space.\n", "\n", " Returns:\n", " ``BatchEncoding``: A batch of encoded examples (note default tokenizer batch_size=1000).\n", " \"\"\"\n", " text_pairs = list(zip(example_batch[self.text_fields[0]], example_batch[self.text_fields[1]]))\n", " # Tokenize the text/text pairs\n", " features = self.tokenizer.batch_encode_plus(\n", " text_pairs, max_length=self.hparams.max_seq_length, padding=\"longest\", truncation=True\n", " )\n", " # Rename label to labels to make it easier to pass to model forward\n", " features[\"labels\"] = example_batch[\"label\"]\n", " return features"]}, {"cell_type": "code", "execution_count": 5, "id": "36ebe774", "metadata": {"execution": {"iopub.execute_input": "2023-10-04T01:00:36.929207Z", "iopub.status.busy": "2023-10-04T01:00:36.928956Z", "iopub.status.idle": "2023-10-04T01:00:36.945376Z", "shell.execute_reply": "2023-10-04T01:00:36.944252Z"}, "lines_to_next_cell": 2, "papermill": {"duration": 0.036949, "end_time": "2023-10-04T01:00:36.947067", "exception": false, "start_time": "2023-10-04T01:00:36.910118", "status": "completed"}, "tags": []}, "outputs": [], "source": ["class RteBoolqModule(L.LightningModule):\n", " \"\"\"A ``LightningModule`` that can be used to fine-tune a foundation model on either the RTE or BoolQ SuperGLUE\n", " tasks using Hugging Face implementations of a given model and the `SuperGLUE Hugging Face dataset.\"\"\"\n", "\n", " def __init__(\n", " self,\n", " model_name_or_path: str,\n", " optimizer_init: Dict[str, Any],\n", " lr_scheduler_init: Dict[str, Any],\n", " model_cfg: Optional[Dict[str, Any]] = None,\n", " task_name: str = DEFAULT_TASK,\n", " experiment_tag: str = \"default\",\n", " ):\n", " \"\"\"\n", " Args:\n", " model_name_or_path (str): Path to pretrained model or identifier from https://huggingface.co/models.\n", " optimizer_init (Dict[str, Any]): The desired optimizer configuration.\n", " lr_scheduler_init (Dict[str, Any]): The desired learning rate scheduler config.\n", " model_cfg (Optional[Dict[str, Any]], optional): Defines overrides of the default model config. Defaults to\n", " ``None``.\n", " task_name (str, optional): The SuperGLUE task to execute, one of ``'rte'``, ``'boolq'``. Defaults to \"rte\".\n", " experiment_tag (str, optional): The tag to use for the experiment and tensorboard logs. Defaults to\n", " \"default\".\n", " \"\"\"\n", " super().__init__()\n", " if task_name not in TASK_NUM_LABELS.keys():\n", " rank_zero_warn(f\"Invalid task_name {task_name!r}. Proceeding with the default task: {DEFAULT_TASK!r}\")\n", " task_name = DEFAULT_TASK\n", " self.num_labels = TASK_NUM_LABELS[task_name]\n", " self.model_cfg = model_cfg or {}\n", " conf = AutoConfig.from_pretrained(model_name_or_path, num_labels=self.num_labels, local_files_only=False)\n", " self.model = AutoModelForSequenceClassification.from_pretrained(model_name_or_path, config=conf)\n", " self.model.config.update(self.model_cfg) # apply model config overrides\n", " self.init_hparams = {\n", " \"optimizer_init\": optimizer_init,\n", " \"lr_scheduler_init\": lr_scheduler_init,\n", " \"model_config\": self.model.config,\n", " \"model_name_or_path\": model_name_or_path,\n", " \"task_name\": task_name,\n", " \"experiment_id\": f\"{datetime.now().strftime('%Y%m%d_%H%M%S')}_{experiment_tag}\",\n", " }\n", " self.save_hyperparameters(self.init_hparams)\n", " self.metric = evaluate.load(\"super_glue\", self.hparams.task_name, experiment_id=self.hparams.experiment_id)\n", " self.no_decay = [\"bias\", \"LayerNorm.weight\"]\n", "\n", " @property\n", " def finetuningscheduler_callback(self) -> fts.FinetuningScheduler:\n", " fts_callback = [c for c in self.trainer.callbacks if isinstance(c, fts.FinetuningScheduler)]\n", " return fts_callback[0] if fts_callback else None\n", "\n", " def forward(self, **inputs):\n", " return self.model(**inputs)\n", "\n", " def training_step(self, batch, batch_idx: int):\n", " loss = self(**batch)[0]\n", " self.log(\"train_loss\", loss, prog_bar=True)\n", " return loss\n", "\n", " def on_train_epoch_end(self):\n", " if self.finetuningscheduler_callback:\n", " self.log(\"finetuning_schedule_depth\", float(self.finetuningscheduler_callback.curr_depth))\n", "\n", " def validation_step(self, batch, batch_idx, dataloader_idx=0):\n", " outputs = self(**batch)\n", " val_loss, logits = outputs[:2]\n", " if self.num_labels >= 1:\n", " preds = torch.argmax(logits, axis=1)\n", " elif self.num_labels == 1:\n", " preds = logits.squeeze()\n", " labels = batch[\"labels\"]\n", " self.log(\"val_loss\", val_loss, prog_bar=True)\n", " metric_dict = self.metric.compute(predictions=preds, references=labels)\n", " self.log_dict(metric_dict, prog_bar=True)\n", "\n", " def configure_optimizers(self):\n", " # With FTS >= 2.0, ``FinetuningScheduler`` simplifies initial optimizer configuration by ensuring the optimizer\n", " # configured here will optimize the parameters (and only those parameters) scheduled to be optimized in phase 0\n", " # of the current fine-tuning schedule. This auto-configuration can be disabled if desired by setting\n", " # ``enforce_phase0_params`` to ``False``.\n", " optimizer = AdamW(params=self.model.parameters(), **self.hparams.optimizer_init)\n", " scheduler = {\n", " \"scheduler\": CosineAnnealingWarmRestarts(optimizer, **self.hparams.lr_scheduler_init),\n", " \"interval\": \"epoch\",\n", " }\n", " return [optimizer], [scheduler]"]}, {"cell_type": "markdown", "id": "5bd6e1dc", "metadata": {"papermill": {"duration": 0.017551, "end_time": "2023-10-04T01:00:36.982270", "exception": false, "start_time": "2023-10-04T01:00:36.964719", "status": "completed"}, "tags": []}, "source": ["### Our Training Sessions\n", "\n", "We'll be comparing three different fine-tuning training configurations. Every configuration in this example depends\n", "upon a shared set of defaults, only differing in their respective fine-tuning schedules.\n", "\n", "| Experiment Tag | Training Scenario Description |\n", "|:-----------------:| ---------------------------------------------------------------------- |\n", "| ``fts_explicit`` | Training with a fine-tuning schedule explicitly provided by the user |\n", "| ``nofts_baseline``| A baseline fine-tuning training session (without scheduled fine-tuning) |\n", "| ``fts_implicit`` | Training with an implicitly generated fine-tuning schedule (the default) |\n", "\n", "Let's begin by configuring the ``fts_explicit`` scenario. We'll subsequently run the other two scenarios for\n", "comparison."]}, {"cell_type": "code", "execution_count": 6, "id": "3188c155", "metadata": {"execution": {"iopub.execute_input": "2023-10-04T01:00:37.010180Z", "iopub.status.busy": "2023-10-04T01:00:37.009800Z", "iopub.status.idle": "2023-10-04T01:00:37.017080Z", "shell.execute_reply": "2023-10-04T01:00:37.015947Z"}, "papermill": {"duration": 0.022944, "end_time": "2023-10-04T01:00:37.018630", "exception": false, "start_time": "2023-10-04T01:00:36.995686", "status": "completed"}, "tags": []}, "outputs": [], "source": ["# Let's create a fine-tuning schedule for our model and run an explicitly scheduled fine-tuning training scenario with it\n", "# Please see the [FinetuningScheduler documentation](https://finetuning-scheduler.readthedocs.io/en/stable/index.html) for a full description of the schedule format\n", "\n", "\n", "ft_schedule_yaml = \"\"\"\n", "0:\n", " params:\n", " - model.classifier.bias\n", " - model.classifier.weight\n", " - model.pooler.dense.bias\n", " - model.pooler.dense.weight\n", " - model.deberta.encoder.LayerNorm.bias\n", " - model.deberta.encoder.LayerNorm.weight\n", " - model.deberta.encoder.rel_embeddings.weight\n", " - model.deberta.encoder.layer.{0,11}.(output|attention|intermediate).*\n", "1:\n", " params:\n", " - model.deberta.embeddings.LayerNorm.bias\n", " - model.deberta.embeddings.LayerNorm.weight\n", "2:\n", " params:\n", " - model.deberta.embeddings.word_embeddings.weight\n", "\"\"\"\n", "ft_schedule_name = \"RteBoolqModule_ft_schedule_deberta_base.yaml\"\n", "# Let's write the schedule to a file so we can simulate loading an explicitly defined fine-tuning\n", "# schedule.\n", "with open(ft_schedule_name, \"w\") as f:\n", " f.write(ft_schedule_yaml)"]}, {"cell_type": "code", "execution_count": 7, "id": "d32e3c9d", "metadata": {"execution": {"iopub.execute_input": "2023-10-04T01:00:37.046576Z", "iopub.status.busy": "2023-10-04T01:00:37.045729Z", "iopub.status.idle": "2023-10-04T01:00:38.872986Z", "shell.execute_reply": "2023-10-04T01:00:38.871591Z"}, "papermill": {"duration": 1.843878, "end_time": "2023-10-04T01:00:38.875595", "exception": false, "start_time": "2023-10-04T01:00:37.031717", "status": "completed"}, "tags": []}, "outputs": [{"name": "stderr", "output_type": "stream", "text": ["Global seed set to 42\n"]}, {"data": {"application/vnd.jupyter.widget-view+json": {"model_id": "7c6bad07fce443efb64239924c3c67ca", "version_major": 2, "version_minor": 0}, "text/plain": ["Downloading (\u2026)okenizer_config.json: 0%| | 0.00/52.0 [00:00"]}, {"cell_type": "code", "execution_count": 8, "id": "4e3732b0", "metadata": {"execution": {"iopub.execute_input": "2023-10-04T01:00:38.967519Z", "iopub.status.busy": "2023-10-04T01:00:38.966692Z", "iopub.status.idle": "2023-10-04T01:00:38.972096Z", "shell.execute_reply": "2023-10-04T01:00:38.971224Z"}, "papermill": {"duration": 0.023705, "end_time": "2023-10-04T01:00:38.973452", "exception": false, "start_time": "2023-10-04T01:00:38.949747", "status": "completed"}, "tags": []}, "outputs": [], "source": ["optimizer_init = {\"weight_decay\": 1e-05, \"eps\": 1e-07, \"lr\": 1e-05}"]}, {"cell_type": "markdown", "id": "225dfe6d", "metadata": {"lines_to_next_cell": 2, "papermill": {"duration": 0.013358, "end_time": "2023-10-04T01:00:39.000165", "exception": false, "start_time": "2023-10-04T01:00:38.986807", "status": "completed"}, "tags": []}, "source": ["### LR Scheduler Configuration\n", "\n", "The [CosineAnnealingWarmRestarts scheduler](https://pytorch.org/docs/stable/generated/torch.optim.lr_scheduler.CosineAnnealingWarmRestarts.html?highlight=cosineannealingwarm#torch.optim.lr_scheduler.CosineAnnealingWarmRestarts) nicely fits with our iterative fine-tuning since it does not depend upon a global max_epoch\n", "value. The importance of initial warmup is reduced due to the innate warmup effect of Adam bias correction [5]\n", "and the gradual thawing we are performing. Note that commonly used LR schedulers that depend on providing\n", "max_iterations/epochs (e.g. the\n", "[CosineWarmupScheduler](https://github.com/Lightning-AI/tutorials/blob/0c325829101d5a6ebf32ed99bbf5b09badf04a59/course_UvA-DL/05-transformers-and-MH-attention/Transformers_MHAttention.py#L688)\n", "used in other pytorch-lightning tutorials) also work with FinetuningScheduler. Though the LR scheduler is theoretically\n", "justified (Loshchilov & Hutter, 2016), the particular values provided here are primarily empircally driven.\n", "\n", "[FinetuningScheduler](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.fts.html#finetuning_scheduler.fts.FinetuningScheduler) also supports both optimizer and LR scheduler\n", "reinitialization in explicit and implicit finetuning schedule modes. See the advanced usage documentation ([LR scheduler reinitialization](https://finetuning-scheduler.readthedocs.io/en/stable/advanced/lr_scheduler_reinitialization.html), [optimizer reinitialization](https://finetuning-scheduler.readthedocs.io/en/stable/advanced/optimizer_reinitialization.html)) for explanations and demonstration of the extension's support for more complex requirements.\n", ""]}, {"cell_type": "code", "execution_count": 9, "id": "72ba258b", "metadata": {"execution": {"iopub.execute_input": "2023-10-04T01:00:39.028023Z", "iopub.status.busy": "2023-10-04T01:00:39.027622Z", "iopub.status.idle": "2023-10-04T01:00:39.032984Z", "shell.execute_reply": "2023-10-04T01:00:39.031883Z"}, "papermill": {"duration": 0.020776, "end_time": "2023-10-04T01:00:39.034353", "exception": false, "start_time": "2023-10-04T01:00:39.013577", "status": "completed"}, "tags": []}, "outputs": [], "source": ["lr_scheduler_init = {\"T_0\": 1, \"T_mult\": 2, \"eta_min\": 1e-07}"]}, {"cell_type": "code", "execution_count": 10, "id": "730e4cfe", "metadata": {"execution": {"iopub.execute_input": "2023-10-04T01:00:39.063256Z", "iopub.status.busy": "2023-10-04T01:00:39.062452Z", "iopub.status.idle": "2023-10-04T01:00:49.302267Z", "shell.execute_reply": "2023-10-04T01:00:49.301385Z"}, "papermill": {"duration": 10.256623, "end_time": "2023-10-04T01:00:49.304522", "exception": false, "start_time": "2023-10-04T01:00:39.047899", "status": "completed"}, "tags": []}, "outputs": [{"data": {"application/vnd.jupyter.widget-view+json": {"model_id": "473160f448d9410d83df085bd4afb760", "version_major": 2, "version_minor": 0}, "text/plain": ["Downloading pytorch_model.bin: 0%| | 0.00/371M [00:00 None:\n", " trainer = L.Trainer(\n", " enable_progress_bar=enable_progress_bar,\n", " max_epochs=100,\n", " precision=\"16-mixed\",\n", " accelerator=\"auto\",\n", " devices=1,\n", " callbacks=callbacks,\n", " logger=logger,\n", " )\n", " trainer.fit(model, datamodule=dm)\n", "\n", "\n", "print(\n", " \"Note given the computation associated w/ the multiple phases of fine-tuning demonstrated, this notebook is best used with an accelerator\"\n", ")\n", "train()"]}, {"cell_type": "markdown", "id": "cf8a19a2", "metadata": {"lines_to_next_cell": 2, "papermill": {"duration": 0.027017, "end_time": "2023-10-04T01:02:20.842272", "exception": false, "start_time": "2023-10-04T01:02:20.815255", "status": "completed"}, "tags": []}, "source": ["### Running the Baseline and Implicit Fine-Tuning Scenarios\n", "\n", "Let's now compare our ``nofts_baseline`` and ``fts_implicit`` scenarios with the ``fts_explicit`` one we just ran.\n", "\n", "We'll need to update our callbacks list, using the core PL ``EarlyStopping`` and ``ModelCheckpoint`` callbacks for the\n", "``nofts_baseline`` (which operate identically to their FTS analogs apart from the recursive training support).\n", "For both core Lightning and user-registered callbacks, we can define our callbacks using a dictionary as we do\n", "with the LightningCLI. This allows us to avoid managing imports and support more complex configuration separated from\n", "code.\n", "\n", "Note that we'll be using identical callback configurations to the ``fts_explicit`` scenario. Keeping [max_depth](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.fts.html?highlight=max_depth#finetuning_scheduler.fts.FinetuningScheduler.params.max_depth) for\n", "the implicit schedule will limit fine-tuning to just the last 4 parameters of the model, which is only a small fraction\n", "of the parameters you'd want to tune for maximum performance. Since the implicit schedule is quite computationally\n", "intensive and most useful for exploring model behavior, leaving [max_depth](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.fts.html?highlight=max_depth#finetuning_scheduler.fts.FinetuningScheduler.params.max_depth) 1 allows us to demo implicit mode\n", "behavior while keeping the computational cost and runtime of this notebook reasonable. To review how a full implicit\n", "mode run compares to the ``nofts_baseline`` and ``fts_explicit`` scenarios, please see the the following\n", "[tensorboard experiment summary](https://tensorboard.dev/experiment/n7U8XhrzRbmvVzC4SQSpWw/)."]}, {"cell_type": "code", "execution_count": 14, "id": "d604905a", "metadata": {"execution": {"iopub.execute_input": "2023-10-04T01:02:20.879250Z", "iopub.status.busy": "2023-10-04T01:02:20.879059Z", "iopub.status.idle": "2023-10-04T01:02:20.885929Z", "shell.execute_reply": "2023-10-04T01:02:20.884996Z"}, "papermill": {"duration": 0.024311, "end_time": "2023-10-04T01:02:20.887249", "exception": false, "start_time": "2023-10-04T01:02:20.862938", "status": "completed"}, "tags": []}, "outputs": [], "source": ["nofts_callbacks = [EarlyStopping(**earlystopping_kwargs), ModelCheckpoint(**checkpoint_kwargs)]\n", "fts_implicit_callbacks = [\n", " fts.FinetuningScheduler(**fts_kwargs),\n", " fts.FTSEarlyStopping(**earlystopping_kwargs),\n", " fts.FTSCheckpoint(**checkpoint_kwargs),\n", "]\n", "scenario_callbacks = {\"nofts_baseline\": nofts_callbacks, \"fts_implicit\": fts_implicit_callbacks}"]}, {"cell_type": "code", "execution_count": 15, "id": "29ee874b", "metadata": {"execution": {"iopub.execute_input": "2023-10-04T01:02:20.917777Z", "iopub.status.busy": "2023-10-04T01:02:20.917414Z", "iopub.status.idle": "2023-10-04T01:04:10.217300Z", "shell.execute_reply": "2023-10-04T01:04:10.216227Z"}, "papermill": {"duration": 109.31813, "end_time": "2023-10-04T01:04:10.220002", "exception": false, "start_time": "2023-10-04T01:02:20.901872", "status": "completed"}, "tags": []}, "outputs": [{"name": "stderr", "output_type": "stream", "text": ["Using 16bit Automatic Mixed Precision (AMP)\n"]}, {"name": "stderr", "output_type": "stream", "text": ["GPU available: True (cuda), used: True\n"]}, {"name": "stderr", "output_type": "stream", "text": ["TPU available: False, using: 0 TPU cores\n"]}, {"name": "stderr", "output_type": "stream", "text": ["IPU available: False, using: 0 IPUs\n"]}, {"name": "stderr", "output_type": "stream", "text": ["HPU available: False, using: 0 HPUs\n"]}, {"name": "stdout", "output_type": "stream", "text": ["Beginning training the 'nofts_baseline' scenario\n"]}, {"name": "stderr", "output_type": "stream", "text": ["Missing logger folder: lightning_logs/nofts_baseline\n"]}, {"name": "stderr", "output_type": "stream", "text": ["LOCAL_RANK: 0 - CUDA_VISIBLE_DEVICES: [4,5]\n"]}, {"name": "stderr", "output_type": "stream", "text": ["\n", " | Name | Type | Params\n", "-------------------------------------------------------------\n", "0 | model | DebertaV2ForSequenceClassification | 184 M \n", "-------------------------------------------------------------\n", "184 M Trainable params\n", "0 Non-trainable params\n", "184 M Total params\n", "737.695 Total estimated model params size (MB)\n"]}, {"name": "stderr", "output_type": "stream", "text": ["Using 16bit Automatic Mixed Precision (AMP)\n"]}, {"name": "stderr", "output_type": "stream", "text": ["GPU available: True (cuda), used: True\n"]}, {"name": "stderr", "output_type": "stream", "text": ["TPU available: False, using: 0 TPU cores\n"]}, {"name": "stderr", "output_type": "stream", "text": ["IPU available: False, using: 0 IPUs\n"]}, {"name": "stderr", "output_type": "stream", "text": ["HPU available: False, using: 0 HPUs\n"]}, {"name": "stdout", "output_type": "stream", "text": ["Beginning training the 'fts_implicit' scenario\n"]}, {"name": "stderr", "output_type": "stream", "text": ["Missing logger folder: lightning_logs/fts_implicit\n"]}, {"name": "stderr", "output_type": "stream", "text": ["fine-tuning schedule dumped to lightning_logs/fts_implicit/version_0/RteBoolqModule_ft_schedule.yaml.\n"]}, {"name": "stderr", "output_type": "stream", "text": ["Generated default fine-tuning schedule 'lightning_logs/fts_implicit/version_0/RteBoolqModule_ft_schedule.yaml' for iterative fine-tuning\n"]}, {"name": "stderr", "output_type": "stream", "text": ["LOCAL_RANK: 0 - CUDA_VISIBLE_DEVICES: [4,5]\n"]}, {"name": "stderr", "output_type": "stream", "text": ["After executing the provided `configure_optimizers` method, the optimizer state differs from the configuration FinetuningScheduler expected at the beginning of scheduled fine-tuning (phase 0).\n", "Since `enforce_phase0_params` is currently set to `True` (the default), FinetuningScheduler has reconfigured the optimizer to optimize the parameters (and only those parameters) scheduled to be optimized in phase 0 of the current fine-tuning schedule.\n", "\n", "\n"]}, {"name": "stderr", "output_type": "stream", "text": ["\n", " | Name | Type | Params\n", "-------------------------------------------------------------\n", "0 | model | DebertaV2ForSequenceClassification | 184 M \n", "-------------------------------------------------------------\n", "1.5 K Trainable params\n", "184 M Non-trainable params\n", "184 M Total params\n", "737.695 Total estimated model params size (MB)\n"]}, {"name": "stderr", "output_type": "stream", "text": ["Restoring states from the checkpoint path at lightning_logs/fts_implicit/version_0/checkpoints/epoch=0-step=156.ckpt\n"]}, {"name": "stderr", "output_type": "stream", "text": ["Restored all states from the checkpoint at lightning_logs/fts_implicit/version_0/checkpoints/epoch=0-step=156.ckpt\n"]}, {"name": "stderr", "output_type": "stream", "text": ["Multi-phase fine-tuned training continuing at level 1.\n"]}, {"name": "stderr", "output_type": "stream", "text": ["Given the current configuration of `max_depth` (1), this training session will now end when the early stopping conditions are met or `max_epochs` (100) is reached.\n"]}], "source": ["for scenario_name, scenario_callbacks in scenario_callbacks.items():\n", " model = RteBoolqModule(**lightning_module_kwargs, experiment_tag=scenario_name)\n", " logger = TensorBoardLogger(\"lightning_logs\", name=scenario_name)\n", " callbacks = scenario_callbacks\n", " print(f\"Beginning training the '{scenario_name}' scenario\")\n", " train()"]}, {"cell_type": "markdown", "id": "c33eb874", "metadata": {"lines_to_next_cell": 0, "papermill": {"duration": 0.027773, "end_time": "2023-10-04T01:04:10.284669", "exception": false, "start_time": "2023-10-04T01:04:10.256896", "status": "completed"}, "tags": []}, "source": ["### Reviewing the Training Results\n", "\n", "See the [tensorboard experiment summaries](https://tensorboard.dev/experiment/n7U8XhrzRbmvVzC4SQSpWw/) to get a sense\n", "of the relative computational and performance tradeoffs associated with these [FinetuningScheduler](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.fts.html#finetuning_scheduler.fts.FinetuningScheduler) configurations.\n", "The summary compares a full ``fts_implicit`` execution to ``fts_explicit`` and ``nofts_baseline`` scenarios using DDP\n", "training with 2 GPUs. The full logs/schedules for all three scenarios are available\n", "[here](https://drive.google.com/file/d/1LrUcisRLHeJgh_BDOOD_GUBPp5iHAkoR/view?usp=sharing) and the checkpoints\n", "produced in the scenarios [here](https://drive.google.com/file/d/1t7myBgcqcZ9ax_IT9QVk-vFH_l_o5UXB/view?usp=sharing)\n", "(caution, ~3.5GB).\n", "\n", "[![fts_explicit_accuracy](data:image/png;base64,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){height=\"315px\" 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){height=\"316px\" width=\"505px\"}](https://tensorboard.dev/experiment/n7U8XhrzRbmvVzC4SQSpWw/#scalars&_smoothingWeight=0&runSelectionState=eyJmdHNfZXhwbGljaXQiOmZhbHNlLCJub2Z0c19iYXNlbGluZSI6dHJ1ZSwiZnRzX2ltcGxpY2l0IjpmYWxzZX0%3D)\n", "\n", "Note that given execution context differences, there could be a modest variation in performance from the tensorboard summaries generated by this notebook.\n", "\n", "[FinetuningScheduler](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.fts.html#finetuning_scheduler.fts.FinetuningScheduler) expands the space of possible fine-tuning schedules and the composition of more sophisticated schedules can\n", "yield marginal fine-tuning performance gains. That stated, it should be emphasized the primary utility of [FinetuningScheduler](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.fts.html#finetuning_scheduler.fts.FinetuningScheduler) is to grant\n", "greater fine-tuning flexibility for model exploration in research. For example, glancing at DeBERTa-v3's implicit training\n", "run, a critical tuning transition point is immediately apparent:\n", "\n", "[![implicit_training_transition](data:image/png;base64,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){height=\"272px\" width=\"494px\"}](https://tensorboard.dev/experiment/n7U8XhrzRbmvVzC4SQSpWw/#scalars&_smoothingWeight=0&runSelectionState=eyJmdHNfZXhwbGljaXQiOmZhbHNlLCJub2Z0c19iYXNlbGluZSI6ZmFsc2UsImZ0c19pbXBsaWNpdCI6dHJ1ZX0%3D)\n", "\n", "Our `val_loss` begins a precipitous decline at step 3119 which corresponds to phase 17 in the schedule. Referring to our\n", "schedule, in phase 17 we're beginning tuning the attention parameters of our 10th encoder layer (of 11). Interesting!\n", "Though beyond the scope of this tutorial, it might be worth investigating these dynamics further and\n", "[FinetuningScheduler](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.fts.html#finetuning_scheduler.fts.FinetuningScheduler) allows one to do just that quite easily.\n"]}, {"cell_type": "markdown", "id": "0d7af80a", "metadata": {"lines_to_next_cell": 0, "papermill": {"duration": 0.015729, "end_time": "2023-10-04T01:04:10.321609", "exception": false, "start_time": "2023-10-04T01:04:10.305880", "status": "completed"}, "tags": []}, "source": ["\n", "Note that though this example is intended to capture a common usage scenario, substantial variation is expected\n", "among use cases and models.\n", "In summary, [FinetuningScheduler](https://finetuning-scheduler.readthedocs.io/en/stable/api/finetuning_scheduler.fts.html#finetuning_scheduler.fts.FinetuningScheduler) provides increased fine-tuning flexibility that can be useful in a variety of\n", "contexts from exploring model tuning behavior to maximizing performance."]}, {"cell_type": "markdown", "id": "78b6eb63", "metadata": {"papermill": {"duration": 0.015777, "end_time": "2023-10-04T01:04:10.353220", "exception": false, "start_time": "2023-10-04T01:04:10.337443", "status": "completed"}, "tags": []}, "source": ["## Footnotes\n", "\n", "- [Howard, J., & Ruder, S. (2018)](https://arxiv.org/pdf/1801.06146.pdf). Fine-tuned Language\n", " Models for Text Classification. ArXiv, abs/1801.06146. [\u21a9](#Scheduled-Fine-Tuning-with-the-Fine-Tuning-Scheduler-Extension)\n", "- [Chronopoulou, A., Baziotis, C., & Potamianos, A. (2019)](https://arxiv.org/pdf/1902.10547.pdf).\n", " An embarrassingly simple approach for transfer learning from pretrained language models. arXiv\n", " preprint arXiv:1902.10547. [\u21a9](#Scheduled-Fine-Tuning-with-the-Fine-Tuning-Scheduler-Extension)\n", "- [Peters, M. E., Ruder, S., & Smith, N. A. (2019)](https://arxiv.org/pdf/1903.05987.pdf). To tune or not to\n", " tune? adapting pretrained representations to diverse tasks. arXiv preprint arXiv:1903.05987. [\u21a9](#Scheduled-Fine-Tuning-with-the-Fine-Tuning-Scheduler-Extension)\n", "- [Sivaprasad, P. T., Mai, F., Vogels, T., Jaggi, M., & Fleuret, F. (2020)](https://arxiv.org/pdf/1910.11758.pdf).\n", " Optimizer benchmarking needs to account for hyperparameter tuning. In International Conference on Machine Learning\n", "(pp. 9036-9045). PMLR. [\u21a9](#Optimizer-Configuration)\n", "- [Mosbach, M., Andriushchenko, M., & Klakow, D. (2020)](https://arxiv.org/pdf/2006.04884.pdf). On the stability of\n", "fine-tuning bert: Misconceptions, explanations, and strong baselines. arXiv preprint arXiv:2006.04884. [\u21a9](#Optimizer-Configuration)\n", "- [Loshchilov, I., & Hutter, F. (2016)](https://arxiv.org/pdf/1608.03983.pdf). Sgdr: Stochastic gradient descent with\n", "warm restarts. arXiv preprint arXiv:1608.03983. [\u21a9](#LR-Scheduler-Configuration)\n"]}, {"cell_type": "markdown", "id": "d6053aea", "metadata": {"papermill": {"duration": 0.015895, "end_time": "2023-10-04T01:04:10.385214", "exception": false, "start_time": "2023-10-04T01:04:10.369319", "status": "completed"}, "tags": []}, "source": ["## Congratulations - Time to Join the Community!\n", "\n", "Congratulations on completing this notebook tutorial! If you enjoyed this and would like to join the Lightning\n", "movement, you can do so in the following ways!\n", "\n", "### Star [Lightning](https://github.com/Lightning-AI/lightning) on GitHub\n", "The easiest way to help our community is just by starring the GitHub repos! This helps raise awareness of the cool\n", "tools we're building.\n", "\n", "### Join our [Slack](https://www.pytorchlightning.ai/community)!\n", "The best way to keep up to date on the latest advancements is to join our community! Make sure to introduce yourself\n", "and share your interests in `#general` channel\n", "\n", "\n", "### Contributions !\n", "The best way to contribute to our community is to become a code contributor! At any time you can go to\n", "[Lightning](https://github.com/Lightning-AI/lightning) or [Bolt](https://github.com/Lightning-AI/lightning-bolts)\n", "GitHub Issues page and filter for \"good first issue\".\n", "\n", "* [Lightning good first issue](https://github.com/Lightning-AI/lightning/issues?q=is%3Aopen+is%3Aissue+label%3A%22good+first+issue%22)\n", "* [Bolt good first issue](https://github.com/Lightning-AI/lightning-bolts/issues?q=is%3Aopen+is%3Aissue+label%3A%22good+first+issue%22)\n", "* You can also contribute your own notebooks with useful examples !\n", "\n", "### Great thanks from the entire Pytorch Lightning Team for your interest !\n", "\n", "[![Pytorch Lightning](data:image/png;base64,NDA0OiBOb3QgRm91bmQ=){height=\"60px\" width=\"240px\"}](https://pytorchlightning.ai)"]}, {"cell_type": "raw", "metadata": {"raw_mimetype": "text/restructuredtext"}, "source": [".. customcarditem::\n", " :header: Fine-Tuning Scheduler\n", " :card_description: This notebook introduces the [Fine-Tuning Scheduler](https://finetuning-scheduler.readthedocs.io/en/stable/index.html) extension and demonstrates the use of it to fine-tune a...\n", " :tags: Fine-Tuning,GPU/TPU,Lightning-Examples"]}], "metadata": {"jupytext": {"cell_metadata_filter": "colab_type,colab,id,-all", "formats": "ipynb,py:percent", "main_language": "python"}, "language_info": {"codemirror_mode": {"name": "ipython", "version": 3}, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.10.12"}, "papermill": {"default_parameters": {}, "duration": 227.374811, "end_time": "2023-10-04T01:04:12.669591", "environment_variables": {}, "exception": null, "input_path": "lightning_examples/finetuning-scheduler/finetuning-scheduler.ipynb", "output_path": ".notebooks/lightning_examples/finetuning-scheduler.ipynb", "parameters": {}, "start_time": "2023-10-04T01:00:25.294780", "version": "2.4.0"}, "widgets": 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