diff --git a/notebooks/en/fine_tuning_smol_vlm_sft_trl.ipynb b/notebooks/en/fine_tuning_smol_vlm_sft_trl.ipynb index 2931b7d1..5645da68 100644 --- a/notebooks/en/fine_tuning_smol_vlm_sft_trl.ipynb +++ b/notebooks/en/fine_tuning_smol_vlm_sft_trl.ipynb @@ -60,23 +60,58 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "metadata": { - "id": "GCMhPmFdIGSb" + "id": "GCMhPmFdIGSb", + "outputId": "1d97a52a-72e7-4d88-bad8-ffde22ed79af", + "colab": { + "base_uri": "https://localhost:8080/" + } }, - "outputs": [], + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + " Installing build dependencies ... \u001b[?25l\u001b[?25hdone\n", + " Getting requirements to build wheel ... \u001b[?25l\u001b[?25hdone\n", + " Preparing metadata (pyproject.toml) ... \u001b[?25l\u001b[?25hdone\n", + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m61.3/61.3 MB\u001b[0m \u001b[31m40.0 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m504.9/504.9 kB\u001b[0m \u001b[31m38.0 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m844.5/844.5 kB\u001b[0m \u001b[31m56.4 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m59.6/59.6 MB\u001b[0m \u001b[31m40.9 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m324.6/324.6 kB\u001b[0m \u001b[31m28.8 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m40.0/40.0 MB\u001b[0m \u001b[31m60.5 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[?25h Building wheel for trl (pyproject.toml) ... \u001b[?25l\u001b[?25hdone\n" + ] + } + ], "source": [ - "!pip install -U -q transformers trl datasets bitsandbytes peft accelerate\n", - "# Tested with transformers==4.53.0.dev0, trl==0.20.0.dev0, datasets==3.6.0, bitsandbytes==0.46.0, peft==0.15.2, accelerate==1.8.1" + "!pip install -U -q git+https://github.com/huggingface/trl.git bitsandbytes peft qwen-vl-utils trackio\n", + "# Tested with trl==0.22.0.dev0, bitsandbytes==0.47.0, peft==0.17.1, qwen-vl-utils==0.0.11, trackio==0.2.8" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 2, "metadata": { - "id": "x6fAqSnKDtKg" + "id": "x6fAqSnKDtKg", + "outputId": "b3c6909f-ce1e-4c27-d2d5-5dbc0726e4c0", + "colab": { + "base_uri": "https://localhost:8080/" + } }, - "outputs": [], + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "\u001b[?25l \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m0.0/8.4 MB\u001b[0m \u001b[31m?\u001b[0m eta \u001b[36m-:--:--\u001b[0m\r\u001b[2K \u001b[91m━━━━━━\u001b[0m\u001b[91m╸\u001b[0m\u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m1.4/8.4 MB\u001b[0m \u001b[31m43.6 MB/s\u001b[0m eta \u001b[36m0:00:01\u001b[0m\r\u001b[2K \u001b[91m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[91m╸\u001b[0m \u001b[32m8.4/8.4 MB\u001b[0m \u001b[31m133.9 MB/s\u001b[0m eta \u001b[36m0:00:01\u001b[0m\r\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m8.4/8.4 MB\u001b[0m \u001b[31m92.3 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[?25h Preparing metadata (setup.py) ... \u001b[?25l\u001b[?25hdone\n", + " Building wheel for flash-attn (setup.py) ... \u001b[?25l\u001b[?25hdone\n" + ] + } + ], "source": [ "!pip install -q flash-attn --no-build-isolation" ] @@ -92,11 +127,53 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 3, "metadata": { - "id": "xcL4-bwGIoaR" + "id": "xcL4-bwGIoaR", + "outputId": "5ae2f971-65ee-4fac-b34a-51ea281b1b9a", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 17, + "referenced_widgets": [ + "57c3c655352b45e0813b8c251a157cbc", + "a54f4ca184734d6897c373e00a575bc3", + "32109ed3388f4cbc9f02e30c06db9559", + "9acdca4ab08a4984a65408928798373f", + "821d65ae9cc2496da0d0b65adcb9baaa", + "b38d957d13a444fdb54bb8f0a76d97f0", + "d5a33cb60b20480ba4b8c601d803b7c0", + "a63ae0630069403284388d5379d5ed8c", + "49b248a7ab97444287c3cefa92cb9fac", + "fd009d2a14474f8ca0d7cd063ac18f81", + "0851414d08174cd9b1c4772ed1386540", + "a0d4a8a10b204ec7a14db3e4680753fb", + "025a590f09944d4c928bbfdc0eb6db0e", + "438820f803ba44a7b8aeef39b1dfa57a", + "fdc33e42f9a1480caf012c1a9a058c8c", + "0b86b7406dae472295030fb65e80f282", + "5c0f4da623f44a8b99fdc398c80f9772", + "85b7c6bed3b04c4795badc845d284f68", + "8ca311df3db2490b8c349d877baea6b4", + "72569ad9a7784a6bbe45421d62c29f51" + ] + } }, - "outputs": [], + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "VBox(children=(HTML(value='
},\n", - " {'type': 'text',\n", - " 'text': 'Is the rightmost value of light brown graph 58?'}]},\n", - " {'role': 'assistant', 'content': [{'type': 'text', 'text': 'No'}]}]" + "{'images': [],\n", + " 'messages': [{'role': 'system',\n", + " 'content': [{'type': 'text',\n", + " 'text': 'You are a Vision Language Model specialized in interpreting visual data from chart images.\\nYour task is to analyze the provided chart image and respond to queries with concise answers, usually a single word, number, or short phrase.\\nThe charts include a variety of types (e.g., line charts, bar charts) and contain colors, labels, and text.\\nFocus on delivering accurate, succinct answers based on the visual information. Avoid additional explanation unless absolutely necessary.'}]},\n", + " {'role': 'user',\n", + " 'content': [{'type': 'image',\n", + " 'image': },\n", + " {'type': 'text',\n", + " 'text': 'Is the rightmost value of light brown graph 58?'}]},\n", + " {'role': 'assistant', 'content': [{'type': 'text', 'text': 'No'}]}]}" ] }, - "execution_count": 9, "metadata": {}, - "output_type": "execute_result" + "execution_count": 9 } ], "source": [ @@ -333,7 +658,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 10, "metadata": { "id": "PCJhM6tCw4lq" }, @@ -356,11 +681,319 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 11, "metadata": { - "id": "awtjIq86JfFF" + "id": "awtjIq86JfFF", + "outputId": "8bfa041f-2940-4193-f128-958ecdee6599", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 401, + "referenced_widgets": [ + "43b9733d0bd54b258b1062ce092417d0", + "d56f418b57704899854b8dc8039f19df", + "1bfbd1d6424e475baf303bbc7c367b04", 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"output_type": "display_data", + "data": { + "text/plain": [ + "config.json: 0.00B [00:00, ?B/s]" + ], + "application/vnd.jupyter.widget-view+json": { + "version_major": 2, + "version_minor": 0, + "model_id": "43b9733d0bd54b258b1062ce092417d0" + } + }, + "metadata": {} + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "model.safetensors: 0%| | 0.00/4.49G [00:00},\n", - " {'type': 'text',\n", - " 'text': 'How many values are below 40 in Unfavorable graph?'}]},\n", - " {'role': 'assistant', 'content': [{'type': 'text', 'text': '6'}]}]" + "{'images': [],\n", + " 'messages': [{'role': 'system',\n", + " 'content': [{'type': 'text',\n", + " 'text': 'You are a Vision Language Model specialized in interpreting visual data from chart images.\\nYour task is to analyze the provided chart image and respond to queries with concise answers, usually a single word, number, or short phrase.\\nThe charts include a variety of types (e.g., line charts, bar charts) and contain colors, labels, and text.\\nFocus on delivering accurate, succinct answers based on the visual information. Avoid additional explanation unless absolutely necessary.'}]},\n", + " {'role': 'user',\n", + " 'content': [{'type': 'image',\n", + " 'image': },\n", + " {'type': 'text',\n", + " 'text': 'How many values are below 40 in Unfavorable graph?'}]},\n", + " {'role': 'assistant', 'content': [{'type': 'text', 'text': '6'}]}]}" ] }, - "execution_count": 12, "metadata": {}, - "output_type": "execute_result" + "execution_count": 12 } ], "source": [ @@ -426,32 +1060,31 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 13, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "Ytnr1rePOamM", - "outputId": "37ccf628-da62-448f-a45b-3c135928bca2" + "outputId": "3900da91-7859-4833-b104-1c7e45ce9293" }, "outputs": [ { + "output_type": "execute_result", "data": { "text/plain": [ "[{'role': 'user',\n", " 'content': [{'type': 'image',\n", " 'image': },\n", - " {'type': 'text',\n", - " 'text': 'How many values are below 40 in Unfavorable graph?'}]}]" + " {'type': 'text', 'text': 'Is the value of Favorable 38 in 2015?'}]}]" ] }, - "execution_count": 13, "metadata": {}, - "output_type": "execute_result" + "execution_count": 13 } ], "source": [ - "train_dataset[1][1:2]" + "train_dataset[0]['messages'][1:2]" ] }, { @@ -465,31 +1098,31 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 14, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 376 }, "id": "QavnLzjJUbxf", - "outputId": "e2bc3d15-e2e9-45bf-a848-8d8bb41c0530" + "outputId": "37fd67d5-bf2d-4e39-fb21-cc753d50c81e" }, "outputs": [ { + "output_type": "execute_result", "data": { - "image/jpeg": 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", 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\n", 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}, - "execution_count": 14, "metadata": {}, - "output_type": "execute_result" + "execution_count": 14 } ], "source": [ - "train_dataset[1][1]['content'][0]['image']" + "train_dataset[0]['images'][0]" ] }, { @@ -503,7 +1136,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 15, "metadata": { "id": "_MoRTjFcE8qD" }, @@ -512,12 +1145,13 @@ "def generate_text_from_sample(model, processor, sample, max_new_tokens=1024, device=\"cuda\"):\n", " # Prepare the text input by applying the chat template\n", " text_input = processor.apply_chat_template(\n", - " sample[1:2], # Use the sample without the system message\n", + " sample['messages'][1:2], # Use the sample without the system message\n", " add_generation_prompt=True\n", " )\n", "\n", " image_inputs = []\n", - " image = sample[1]['content'][0]['image']\n", + " image = sample['images'][0]\n", + " #image = sample[1]['content'][0]['image']\n", " if image.mode != 'RGB':\n", " image = image.convert('RGB')\n", " image_inputs.append([image])\n", @@ -550,28 +1184,28 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 16, "metadata": { "colab": { "base_uri": "https://localhost:8080/", - "height": 36 + "height": 35 }, "id": "5UeNiMJC_uCk", - "outputId": "d0d39070-4221-4c38-928d-75ebac8a3479" + "outputId": "c01449fb-c4c1-4443-eea7-44346541e161" }, "outputs": [ { + "output_type": "execute_result", "data": { - "application/vnd.google.colaboratory.intrinsic+json": { - "type": "string" - }, "text/plain": [ "' 3.'" - ] + ], + "application/vnd.google.colaboratory.intrinsic+json": { + "type": "string" + } }, - "execution_count": 16, "metadata": {}, - "output_type": "execute_result" + "execution_count": 16 } ], "source": [ @@ -602,21 +1236,21 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 17, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "dxkXZuUkvy8j", - "outputId": "d75c1c7b-04d0-468c-8d45-9a7b3e7f5426" + "outputId": "ec2fbf9b-44e2-4d2f-96f2-a1cc572a64a0" }, "outputs": [ { - "name": "stdout", "output_type": "stream", + "name": "stdout", "text": [ "GPU allocated memory: 0.01 GB\n", - "GPU reserved memory: 0.06 GB\n" + "GPU reserved memory: 0.02 GB\n" ] } ], @@ -671,7 +1305,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 18, "metadata": { "id": "zm_bJRrXsESg" }, @@ -713,18 +1347,18 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 19, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "ITmkRHWCKYjf", - "outputId": "cd621500-ce1f-470d-d1a8-21ab026c36cb" + "outputId": "9c76485a-f6fa-409c-bd6e-3f0058ee0842" }, "outputs": [ { - "name": "stdout", "output_type": "stream", + "name": "stdout", "text": [ "trainable params: 11,269,248 || all params: 2,257,542,128 || trainable%: 0.4992\n" ] @@ -761,7 +1395,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 27, "metadata": { "id": "SbqX1pQUKaSM" }, @@ -785,63 +1419,61 @@ " optim=\"adamw_torch_fused\",\n", " bf16=True,\n", " push_to_hub=True,\n", - " report_to=\"tensorboard\",\n", - " remove_unused_columns=False,\n", - " gradient_checkpointing=True,\n", - " dataset_text_field=\"\",\n", - " dataset_kwargs={\"skip_prepare_dataset\": True},\n", + " report_to=\"none\",\n", + " max_length=None\n", ")" ] }, - { - "cell_type": "markdown", - "metadata": { - "id": "pOUrD9P-y-Kf" - }, - "source": [ - "### 4.3 Training the Model 🏃" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "ucTUbGURV2_-" - }, - "source": [ - "To ensure that the data is correctly structured for the model during training, we need to define a collator function. This function will handle the formatting and batching of our dataset inputs, ensuring the data is properly aligned for training.\n", - "\n", - "👉 For more details, check out the official [TRL example scripts](https://github.com/huggingface/trl/blob/main/examples/scripts/sft_vlm_smol_vlm.py)." - ] - }, { "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "pAzDovzylQeZ" - }, - "outputs": [], "source": [ - "image_token_id = processor.tokenizer.additional_special_tokens_ids[\n", - " processor.tokenizer.additional_special_tokens.index(\"\")]\n", - "\n", - "def collate_fn(examples):\n", - " texts = [processor.apply_chat_template(example, tokenize=False) for example in examples]\n", + "import trackio\n", "\n", - " image_inputs = []\n", - " for example in examples:\n", - " image = example[1]['content'][0]['image']\n", - " if image.mode != 'RGB':\n", - " image = image.convert('RGB')\n", - " image_inputs.append([image])\n", - "\n", - " batch = processor(text=texts, images=image_inputs, return_tensors=\"pt\", padding=True)\n", - " labels = batch[\"input_ids\"].clone()\n", - " labels[labels == processor.tokenizer.pad_token_id] = -100 # Mask padding tokens in labels\n", - " labels[labels == image_token_id] = -100 # Mask image token IDs in labels\n", - "\n", - " batch[\"labels\"] = labels\n", - "\n", - " return batch" + "trackio.init(\n", + " project=\"smolvlm-instruct-trl-sft-ChartQA\",\n", + " name=\"smolvlm-instruct-trl-sft-ChartQA\",\n", + " config=training_args,\n", + " space_id=training_args.output_dir + \"-trackio\"\n", + ")" + ], + "metadata": { + "id": "UCF7MW074p4r", + "outputId": "63a4bf4d-4811-449d-87c8-622f1755bd36", + "colab": { + "base_uri": "https://localhost:8080/" + } + }, + "execution_count": 21, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "* Trackio project initialized: smolvlm-instruct-trl-sft-ChartQA\n", + "* Trackio metrics will be synced to Hugging Face Dataset: sergiopaniego/smolvlm-instruct-trl-sft-ChartQA-trackio-dataset\n", + "* Creating new space: https://huggingface.co/spaces/sergiopaniego/smolvlm-instruct-trl-sft-ChartQA-trackio\n", + "* View dashboard by going to: https://huggingface.co/spaces/sergiopaniego/smolvlm-instruct-trl-sft-ChartQA-trackio\n" + ] + }, + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 21 + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "pOUrD9P-y-Kf" + }, + "source": [ + "### 4.3 Training the Model 🏃" ] }, { @@ -850,17 +1482,32 @@ "id": "skbpTuJlV8qN" }, "source": [ - "Now, we will define the [SFTTrainer](https://huggingface.co/docs/trl/sft_trainer), which is a wrapper around the [transformers.Trainer](https://huggingface.co/docs/transformers/main_classes/trainer) class and inherits its attributes and methods. This class simplifies the fine-tuning process by properly initializing the [PeftModel](https://huggingface.co/docs/peft/v0.6.0/package_reference/peft_model) when a [PeftConfig](https://huggingface.co/docs/peft/v0.6.0/en/package_reference/config#peft.PeftConfig) object is provided. By using `SFTTrainer`, we can efficiently manage the training workflow and ensure a smooth fine-tuning experience for our Vision Language Model.\n", + "We will define the [SFTTrainer](https://huggingface.co/docs/trl/sft_trainer), which is a wrapper around the [transformers.Trainer](https://huggingface.co/docs/transformers/main_classes/trainer) class and inherits its attributes and methods. This class simplifies the fine-tuning process by properly initializing the [PeftModel](https://huggingface.co/docs/peft/v0.6.0/package_reference/peft_model) when a [PeftConfig](https://huggingface.co/docs/peft/v0.6.0/en/package_reference/config#peft.PeftConfig) object is provided. By using `SFTTrainer`, we can efficiently manage the training workflow and ensure a smooth fine-tuning experience for our Vision Language Model.\n", "\n" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 28, "metadata": { - "id": "k_jk-U7ULYtA" + "id": "k_jk-U7ULYtA", + "outputId": "f148ffcb-6c2f-4288-f567-21f8a55ccc67", + "colab": { + "base_uri": "https://localhost:8080/" + } }, - "outputs": [], + "outputs": [ + { + "output_type": "stream", + "name": "stderr", + "text": [ + "/usr/local/lib/python3.12/dist-packages/peft/mapping_func.py:73: UserWarning: You are trying to modify a model with PEFT for a second time. If you want to reload the model with a different config, make sure to call `.unload()` before.\n", + " warnings.warn(\n", + "/usr/local/lib/python3.12/dist-packages/peft/tuners/tuners_utils.py:196: UserWarning: Already found a `peft_config` attribute in the model. This will lead to having multiple adapters in the model. Make sure to know what you are doing!\n", + " warnings.warn(\n" + ] + } + ], "source": [ "from trl import SFTTrainer\n", "\n", @@ -869,9 +1516,8 @@ " args=training_args,\n", " train_dataset=train_dataset,\n", " eval_dataset=eval_dataset,\n", - " data_collator=collate_fn,\n", " peft_config=peft_config,\n", - " processing_class=processor.tokenizer,\n", + " processing_class=processor,\n", ")" ] }, @@ -890,28 +1536,32 @@ "metadata": { "colab": { "base_uri": "https://localhost:8080/", - "height": 610 + "height": 110 }, "id": "p1rgMTBDLboO", - "outputId": "9da86b78-a432-459f-94c3-89025d6059ce" + "outputId": "191b98fc-e56e-4927-db50-0493cfe31930" }, "outputs": [ { - "name": "stderr", "output_type": "stream", + "name": "stderr", "text": [ - "/usr/local/lib/python3.10/dist-packages/torch/_dynamo/eval_frame.py:632: UserWarning: torch.utils.checkpoint: the use_reentrant parameter should be passed explicitly. In version 2.5 we will raise an exception if use_reentrant is not passed. use_reentrant=False is recommended, but if you need to preserve the current default behavior, you can pass use_reentrant=True. Refer to docs for more details on the differences between the two variants.\n", - " return fn(*args, **kwargs)\n" + "Casting fp32 inputs back to torch.bfloat16 for flash-attn compatibility.\n", + "`loss_type=None` was set in the config but it is unrecognised.Using the default loss: `ForCausalLMLoss`.\n" ] }, { + "output_type": "display_data", "data": { + "text/plain": [ + "" + ], "text/html": [ "\n", "
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In version 2.5 we will raise an exception if use_reentrant is not passed. use_reentrant=False is recommended, but if you need to preserve the current default behavior, you can pass use_reentrant=True. Refer to docs for more details on the differences between the two variants.\n", - " return fn(*args, **kwargs)\n", - "/usr/local/lib/python3.10/dist-packages/torch/_dynamo/eval_frame.py:632: UserWarning: torch.utils.checkpoint: the use_reentrant parameter should be passed explicitly. In version 2.5 we will raise an exception if use_reentrant is not passed. use_reentrant=False is recommended, but if you need to preserve the current default behavior, you can pass use_reentrant=True. Refer to docs for more details on the differences between the two variants.\n", - " return fn(*args, **kwargs)\n", - "/usr/local/lib/python3.10/dist-packages/torch/_dynamo/eval_frame.py:632: UserWarning: torch.utils.checkpoint: the use_reentrant parameter should be passed explicitly. 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Refer to docs for more details on the differences between the two variants.\n", - " return fn(*args, **kwargs)\n" - ] - }, - { - "data": { - "text/plain": [ - "TrainOutput(global_step=177, training_loss=0.40889345513562025, metrics={'train_runtime': 4055.974, 'train_samples_per_second': 0.698, 'train_steps_per_second': 0.044, 'total_flos': 5.950609352968704e+16, 'train_loss': 0.40889345513562025, 'epoch': 1.0})" ] }, - "execution_count": 40, - "metadata": {}, - "output_type": "execute_result" + "metadata": {} } ], "source": [ @@ -1144,7 +1732,7 @@ } ], "source": [ - "test_dataset[20][:2]" + "test_dataset[20]['messages'][:2]" ] }, { @@ -1172,7 +1760,7 @@ } ], "source": [ - "test_dataset[20][1]['content'][0]['image']" + "test_dataset[20]['images'][0]" ] }, { @@ -1292,8 +1880,7797 @@ }, "language_info": { "name": "python" + }, + "widgets": { + "application/vnd.jupyter.widget-state+json": { + "57c3c655352b45e0813b8c251a157cbc": { + "model_module": "@jupyter-widgets/controls", + "model_name": "VBoxModel", + "model_module_version": "1.5.0", + "state": { + "_dom_classes": [], + "_model_module": "@jupyter-widgets/controls", + "_model_module_version": "1.5.0", + "_model_name": "VBoxModel", + "_view_count": null, + "_view_module": "@jupyter-widgets/controls", + "_view_module_version": "1.5.0", + "_view_name": "VBoxView", + "box_style": "", + "children": [], + "layout": "IPY_MODEL_d5a33cb60b20480ba4b8c601d803b7c0" + } + }, + "a54f4ca184734d6897c373e00a575bc3": { + "model_module": "@jupyter-widgets/controls", + "model_name": "HTMLModel", + "model_module_version": "1.5.0", + "state": { + "_dom_classes": [], + "_model_module": "@jupyter-widgets/controls", + "_model_module_version": "1.5.0", + "_model_name": "HTMLModel", + "_view_count": null, + "_view_module": "@jupyter-widgets/controls", + "_view_module_version": "1.5.0", + "_view_name": "HTMLView", + "description": "", + "description_tooltip": null, + "layout": "IPY_MODEL_a63ae0630069403284388d5379d5ed8c", + "placeholder": "​", + "style": "IPY_MODEL_49b248a7ab97444287c3cefa92cb9fac", + "value": "


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"1.2.0", + "_view_name": "StyleView", + "description_width": "" + } + } + } } }, "nbformat": 4, "nbformat_minor": 0 -} +} \ No newline at end of file diff --git a/notebooks/en/fine_tuning_vlm_trl.ipynb b/notebooks/en/fine_tuning_vlm_trl.ipynb index a6249bcf..4981a362 100644 --- a/notebooks/en/fine_tuning_vlm_trl.ipynb +++ b/notebooks/en/fine_tuning_vlm_trl.ipynb @@ -58,42 +58,32 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 16, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "GCMhPmFdIGSb", - "outputId": "016a9f29-9c8d-42c5-9187-813f5bdeb536" - }, - "outputs": [], - "source": [ - "!pip install -U -q git+https://github.com/huggingface/transformers.git git+https://github.com/huggingface/trl.git datasets bitsandbytes peft qwen-vl-utils wandb accelerate\n", - "# Tested with transformers==4.53.0.dev0, trl==0.20.0.dev0, datasets==3.6.0, bitsandbytes==0.46.0, peft==0.15.2, qwen-vl-utils==0.0.11, wandb==0.20.1, accelerate==1.8.1" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "J4pAvoQaOJ1M" - }, - "source": [ - "We’ll also need to install an earlier version of *PyTorch*, as the latest version has an issue that currently prevents this notebook from running correctly. You can learn more about the issue [here](https://github.com/pytorch/pytorch/issues/138340) and consider updating to the latest version once it’s resolved." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "D8iRteA4oXVj", - "outputId": "2a872542-c0ce-4ebd-92af-a9e593e3b18c" + "outputId": "b08f3edd-03e2-42af-a075-04dafa232c66" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Installing build dependencies ... \u001b[?25l\u001b[?25hdone\n", + " Getting requirements to build wheel ... \u001b[?25l\u001b[?25hdone\n", + " Preparing metadata (pyproject.toml) ... \u001b[?25l\u001b[?25hdone\n", + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m844.5/844.5 kB\u001b[0m \u001b[31m15.6 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m59.6/59.6 MB\u001b[0m \u001b[31m43.7 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m324.6/324.6 kB\u001b[0m \u001b[31m30.2 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[?25h" + ] + } + ], "source": [ - "!pip install -q torch==2.4.1+cu121 torchvision==0.19.1+cu121 torchaudio==2.4.1+cu121 --extra-index-url https://download.pytorch.org/whl/cu121" + "!pip install -U -q git+https://github.com/huggingface/trl.git bitsandbytes peft qwen-vl-utils trackio\n", + "# Tested with trl==0.22.0.dev0, bitsandbytes==0.47.0, peft==0.17.1, qwen-vl-utils==0.0.11, trackio==0.2.8" ] }, { @@ -109,54 +99,42 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 2, "metadata": { "colab": { "base_uri": "https://localhost:8080/", - "height": 145, + "height": 17, "referenced_widgets": [ - "2b562e85757a4a0db226004bf31b84f3", - "4bd8e36864194b7fa72577e278b3bb0e", - "0f66116815944c6fa063d680eaf8cf04", - "ae55dc6dbf6342ea8fb15640159b2b6f", - "4f1dabaf2f704bc3bef0367bd8bce4d3", - "9f47816dd7dd4e67bc70e422053b23ed", - "8e228fa888624e719fa707fa1de833b6", - "67affbc55ed1418ca3b93db41d6293ea", - "feb02377d8e04fec9895fe4981801dff", - "0358ea78f0d8400f876ea9c6da32fced", - "b85503523ec64927b0f6156f327ad4cb", - 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"outputId": "0cd5d7d0-c570-413b-a4c0-7d14c15f0fc5" + "outputId": "289d8507-dde1-46c4-e6ad-eb1d072cc868" }, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "2b562e85757a4a0db226004bf31b84f3", + "model_id": "3d7dbcc18c1b4dceae74bdfb75a8da8e", "version_major": 2, "version_minor": 0 }, @@ -198,7 +176,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 1, "metadata": { "id": "IBvKAlXhI46X" }, @@ -223,46 +201,50 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 2, "metadata": { "id": "XG8NuzqjjbgI" }, "outputs": [], "source": [ "def format_data(sample):\n", - " return [\n", - " {\n", - " \"role\": \"system\",\n", - " \"content\": [\n", - " {\n", - " \"type\": \"text\",\n", - " \"text\": system_message\n", - " }\n", - " ],\n", - " },\n", - " {\n", - " \"role\": \"user\",\n", - " \"content\": [\n", - " {\n", - " \"type\": \"image\",\n", - " \"image\": sample[\"image\"],\n", - " },\n", - " {\n", - " \"type\": \"text\",\n", - " \"text\": sample['query'],\n", - " }\n", - " ],\n", - " },\n", - " {\n", - " \"role\": \"assistant\",\n", - " \"content\": [\n", - " {\n", - " \"type\": \"text\",\n", - " \"text\": sample[\"label\"][0]\n", - " }\n", - " ],\n", - " },\n", - " ]" + " return {\n", + " \"images\": [sample[\"image\"]],\n", + " \"messages\": [\n", + "\n", + " {\n", + " \"role\": \"system\",\n", + " \"content\": [\n", + " {\n", + " \"type\": \"text\",\n", + " \"text\": system_message\n", + " }\n", + " ],\n", + " },\n", + " {\n", + " \"role\": \"user\",\n", + " \"content\": [\n", + " {\n", + " \"type\": \"image\",\n", + " \"image\": sample[\"image\"],\n", + " },\n", + " {\n", + " \"type\": \"text\",\n", + " \"text\": sample['query'],\n", + " }\n", + " ],\n", + " },\n", + " {\n", + " \"role\": \"assistant\",\n", + " \"content\": [\n", + " {\n", + " \"type\": \"text\",\n", + " \"text\": sample[\"label\"][0]\n", + " }\n", + " ],\n", + " },\n", + " ]\n", + " }" ] }, { @@ -276,11 +258,27 @@ }, { "cell_type": "code", - "execution_count": 91, + "execution_count": 3, "metadata": { - "id": "QFe_A78aIwK8" + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "QFe_A78aIwK8", + "outputId": "70d76cfc-ca6f-4dd0-b739-665df6270a9f" }, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/usr/local/lib/python3.12/dist-packages/huggingface_hub/utils/_auth.py:86: UserWarning: \n", + "Access to the secret `HF_TOKEN` has not been granted on this notebook.\n", + "You will not be requested again.\n", + "Please restart the session if you want to be prompted again.\n", + " warnings.warn(\n" + ] + } + ], "source": [ "from datasets import load_dataset\n", "\n", @@ -299,13 +297,13 @@ }, { "cell_type": "code", - "execution_count": 76, + "execution_count": 4, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "o2UKZj15jGwv", - "outputId": "abe2d01c-f4d2-4b57-f610-2b3aaa000957" + "outputId": "4ff1f9b3-7c77-4812-d9e8-e6719018b7af" }, "outputs": [ { @@ -317,7 +315,7 @@ "})" ] }, - "execution_count": 76, + "execution_count": 4, "metadata": {}, "output_type": "execute_result" } @@ -337,7 +335,7 @@ }, { "cell_type": "code", - "execution_count": 92, + "execution_count": 5, "metadata": { "id": "oSHNqk0dkxii" }, @@ -350,30 +348,31 @@ }, { "cell_type": "code", - "execution_count": 78, + "execution_count": 6, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "dlp3WnfEuftT", - "outputId": "00fb0983-d4a3-49d0-e52c-02ba7d2af316" + "outputId": "f9723cfa-c6bd-4908-b89e-e41e60c2b1e9" }, "outputs": [ { "data": { "text/plain": [ - "[{'role': 'system',\n", - " 'content': [{'type': 'text',\n", - " 'text': 'You are a Vision Language Model specialized in interpreting visual data from chart images.\\nYour task is to analyze the provided chart image and respond to queries with concise answers, usually a single word, number, or short phrase.\\nThe charts include a variety of types (e.g., line charts, bar charts) and contain colors, labels, and text.\\nFocus on delivering accurate, succinct answers based on the visual information. Avoid additional explanation unless absolutely necessary.'}]},\n", - " {'role': 'user',\n", - " 'content': [{'type': 'image',\n", - " 'image': },\n", - " {'type': 'text',\n", - " 'text': 'Is the rightmost value of light brown graph 58?'}]},\n", - " {'role': 'assistant', 'content': [{'type': 'text', 'text': 'No'}]}]" + "{'images': [],\n", + " 'messages': [{'role': 'system',\n", + " 'content': [{'type': 'text',\n", + " 'text': 'You are a Vision Language Model specialized in interpreting visual data from chart images.\\nYour task is to analyze the provided chart image and respond to queries with concise answers, usually a single word, number, or short phrase.\\nThe charts include a variety of types (e.g., line charts, bar charts) and contain colors, labels, and text.\\nFocus on delivering accurate, succinct answers based on the visual information. Avoid additional explanation unless absolutely necessary.'}]},\n", + " {'role': 'user',\n", + " 'content': [{'type': 'image',\n", + " 'image': },\n", + " {'type': 'text',\n", + " 'text': 'Is the rightmost value of light brown graph 58?'}]},\n", + " {'role': 'assistant', 'content': [{'type': 'text', 'text': 'No'}]}]}" ] }, - "execution_count": 78, + "execution_count": 6, "metadata": {}, "output_type": "execute_result" } @@ -404,51 +403,11 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 7, "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 66, - "referenced_widgets": [ - "e4c580dc65364a6b9f5d12e8ca451d0c", - "8768e60ff7644ad7a66347308c2b36ce", - "d687bac2ab5e45029fa8054dd5588a02", - "6c70d253fccc4e329b525011570d2908", - "b54e047ff71a4ab4a347f005ee6f7d4b", - "6a757d5b9aab427b8ccc53c54d11ec13", - "ab75ccbe867a4110b9bc17576cbd265c", - "aacdd97a2aab424eb83018d53ec2cb4e", - "e25c09bb8b014cde8f4ee8ff13418731", - "d770d6f926da42c19752a74a0f27ce00", - "918e0002b82741809044ee59ab5ce0b8" - ] - }, - "id": "PCJhM6tCw4lq", - "outputId": "c77dc342-6d66-4670-8ed8-5fd551bb804d" + "id": "PCJhM6tCw4lq" }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "The cache for model files in Transformers v4.22.0 has been updated. Migrating your old cache. This is a one-time only operation. You can interrupt this and resume the migration later on by calling `transformers.utils.move_cache()`.\n" - ] - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "e4c580dc65364a6b9f5d12e8ca451d0c", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "0it [00:00, ?it/s]" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "import torch\n", "from transformers import Qwen2VLForConditionalGeneration, Qwen2VLProcessor\n", @@ -467,426 +426,11 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": null, "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 546, - "referenced_widgets": [ - "6c1f3fe4d65d4e4e966ad3f144eaedcc", - "d1575e6242544e9ea1b8a92ea0f15b0c", - "2f2a114a42ed4ab0bcc5b56ba14604d6", - "316acc66bf404925a71f24ecc9828363", - "02b05d314a594abca73348b2c8f8c4ab", - "e8bb197da3a443df95f660d73d4c5394", - "210c113332b242e287a579c627d6b714", - "944405252ad04abaa5c01162b5fadd27", - "b5d0feda3ae94c518bc7f3d554d2f149", - "f05db214cf184a35b770c1533265d286", - "aa1669a2f1a1491baeabb541de5a9bd0", - "06939e326509490faf4516a460a8c3b2", - "434de04d67714e64b3b86182038c4c45", - "03d5dcfc74c440e592813cbd485ea636", - "012a44d062e04217ac2bf618366e8a96", - "49dff7e5830e47388ca64e109600edbd", - "2f5adbce1ba04b799933a01439d880a6", - "8c724e435db141e19b7fbde4f39f7f4c", - "d259fb510d23424bb467c46c94bbae35", - "c00e438b09ed460abd1ab5040427121f", - "6eb6188453d9497db78a66827053eaff", - "7217ff07af77498a98c305d81a8265bb", - "55074eb9f39a4822a29ae7f7a2d938aa", - "682dbaf8ecd04f10826e135feead30cb", - "4c5b823631494d21830dcad9f9490d78", - "b71e1f8fe9564e748b3c45bf9a673f1c", - "61644272a27644b593f4a5b7eeaa55ca", - "2cf1e55b21e54868806567eca2fab2b5", - "ba03326e0e1f411bad38c4e0b8eab0f6", - "a38ac83b899343e4b22312561af2526b", - "65d5bff5654748feb39ab4a4c2fb252c", - "b5ceaa4de3d44bc98b0798a8f9a59a36", - "d02bdc32d2b44386865cd3e39d780c1c", - 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}, - "execution_count": 17, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "train_dataset[0]" ] @@ -950,31 +472,13 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": null, "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "Ytnr1rePOamM", - "outputId": "b38d536e-bfa2-49e8-eb0f-22c1c1cbcff2" + "id": "Ytnr1rePOamM" }, - "outputs": [ - { - "data": { - "text/plain": [ - "[{'role': 'user',\n", - " 'content': [{'type': 'image',\n", - " 'image': },\n", - " {'type': 'text', 'text': 'Is the value of Favorable 38 in 2015?'}]}]" - ] - }, - "execution_count": 18, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ - "train_dataset[0][1:2]" + "train_dataset[0]['messages'][1:2]" ] }, { @@ -988,31 +492,13 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": null, "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 376 - 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", - "text/plain": [ - "" - ] - }, - "execution_count": 19, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ - "train_dataset[0][1]['content'][0]['image']" + "train_dataset[0]['images'][0]" ] }, { @@ -1026,7 +512,7 @@ }, { "cell_type": "code", - "execution_count": 25, + "execution_count": 11, "metadata": { "id": "_MoRTjFcE8qD" }, @@ -1037,13 +523,13 @@ "def generate_text_from_sample(model, processor, sample, max_new_tokens=1024, device=\"cuda\"):\n", " # Prepare the text input by applying the chat template\n", " text_input = processor.apply_chat_template(\n", - " sample[1:2], # Use the sample without the system message\n", + " sample['messages'][1:2], # Use the sample without the system message\n", " tokenize=False,\n", " add_generation_prompt=True\n", " )\n", "\n", " # Process the visual input from the sample\n", - " image_inputs, _ = process_vision_info(sample)\n", + " image_inputs, _ = process_vision_info(sample['messages'])\n", "\n", " # Prepare the inputs for the model\n", " model_inputs = processor(\n", @@ -1072,30 +558,11 @@ }, { "cell_type": "code", - "execution_count": 26, + "execution_count": null, "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 36 - }, - "id": "5UeNiMJC_uCk", - "outputId": "6b7c1260-9980-442f-9d55-a8d7ebedaf94" + "id": "5UeNiMJC_uCk" }, - "outputs": [ - { - "data": { - "application/vnd.google.colaboratory.intrinsic+json": { - "type": "string" - }, - "text/plain": [ - "'No, the value of Favorable is not 38 in 2015. According to the chart, the value of Favorable in 2015 is 38.'" - ] - }, - "execution_count": 26, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "# Example of how to call the method with sample:\n", "output = generate_text_from_sample(model, processor, train_dataset[0])\n", @@ -1181,33 +648,33 @@ }, { "cell_type": "code", - "execution_count": 28, + "execution_count": 9, "metadata": { "colab": { "base_uri": "https://localhost:8080/", - "height": 49, + "height": 104, "referenced_widgets": [ - "b4e7dc3a0b6643a1b2c4124a11f1a932", - "1065fc621b1f4ae38e021e464ba28340", - "d66b6961a23f4c99872521d8b12b3c93", - "67c2b6c826b4437ca9f6f354af959e9d", - "dd37b7d9cd2a456986ac59ced8a35205", - "1bf49b9b487442df874672b30e0af8da", - "18e8ee9a09ab46c2833646651409b8b0", - "dd477ac59fa6470ca0ef1f59c39f43cb", - "df149f2746544b4a8c3cac6a2365e6db", - "1b60256c2fa440ccbb085ada32702b1e", - "7531040fc6c743e8bb85dcf07eb73560" + "b45a7622ec4d4d8986305dcf6d85c0bf", + "3ab0220ff74845fbaf546603153f5cb8", + "76c3f48584c2454f9ac3e5756d24604f", + "f8a009ee72324c3cbe13411430c3f8fb", + "2b4f36d611ab419396c9e84c3cb8f399", + "e7cbc93b8a284c98bc1e1b1462d9cfb2", + "942102ce4e974e41b2361475ca414a93", + "2e4557d45259450b9c3a84c186c9bbce", + "b8ac9ae1610943d288ed7d8adf144304", + "7c9be642c9f9452b94f8cf93e05cdc72", + "879673e1f55640849f0ef5310c6b4b11" ] }, "id": "zm_bJRrXsESg", - "outputId": "5a3ccdc6-9d40-43c8-df9e-9222a0656c2b" + "outputId": "7cc9cfd7-c3da-48af-b83c-b93b50e2ffc0" }, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "b4e7dc3a0b6643a1b2c4124a11f1a932", + "model_id": "b45a7622ec4d4d8986305dcf6d85c0bf", "version_major": 2, "version_minor": 0 }, @@ -1217,6 +684,14 @@ }, "metadata": {}, "output_type": "display_data" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "The image processor of type `Qwen2VLImageProcessor` is now loaded as a fast processor by default, even if the model checkpoint was saved with a slow processor. This is a breaking change and may produce slightly different outputs. To continue using the slow processor, instantiate this class with `use_fast=False`. Note that this behavior will be extended to all models in a future release.\n", + "You have video processor config saved in `preprocessor.json` file which is deprecated. Video processor configs should be saved in their own `video_preprocessor.json` file. You can rename the file or load and save the processor back which renames it automatically. Loading from `preprocessor.json` will be removed in v5.0.\n" + ] } ], "source": [ @@ -1255,13 +730,13 @@ }, { "cell_type": "code", - "execution_count": 42, + "execution_count": 10, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "ITmkRHWCKYjf", - "outputId": "3ca824c9-4aca-4d5b-e942-7a1705939e08" + "outputId": "49440aaf-89a4-4810-ad40-eafe4582bab3" }, "outputs": [ { @@ -1307,7 +782,7 @@ }, { "cell_type": "code", - "execution_count": 47, + "execution_count": null, "metadata": { "id": "SbqX1pQUKaSM" }, @@ -1322,37 +797,25 @@ " per_device_train_batch_size=4, # Batch size for training\n", " per_device_eval_batch_size=4, # Batch size for evaluation\n", " gradient_accumulation_steps=8, # Steps to accumulate gradients\n", - " gradient_checkpointing=True, # Enable gradient checkpointing for memory efficiency\n", + " gradient_checkpointing_kwargs={\"use_reentrant\": False}, # Options for gradient checkpointing\n", + " max_length=None,\n", " # Optimizer and scheduler settings\n", " optim=\"adamw_torch_fused\", # Optimizer type\n", " learning_rate=2e-4, # Learning rate for training\n", - " lr_scheduler_type=\"constant\", # Type of learning rate scheduler\n", " # Logging and evaluation\n", " logging_steps=10, # Steps interval for logging\n", " eval_steps=10, # Steps interval for evaluation\n", " eval_strategy=\"steps\", # Strategy for evaluation\n", " save_strategy=\"steps\", # Strategy for saving the model\n", " save_steps=20, # Steps interval for saving\n", - " metric_for_best_model=\"eval_loss\", # Metric to evaluate the best model\n", - " greater_is_better=False, # Whether higher metric values are better\n", - " load_best_model_at_end=True, # Load the best model after training\n", " # Mixed precision and gradient settings\n", " bf16=True, # Use bfloat16 precision\n", - " tf32=True, # Use TensorFloat-32 precision\n", " max_grad_norm=0.3, # Maximum norm for gradient clipping\n", " warmup_ratio=0.03, # Ratio of total steps for warmup\n", " # Hub and reporting\n", " push_to_hub=True, # Whether to push model to Hugging Face Hub\n", - " report_to=\"wandb\", # Reporting tool for tracking metrics\n", - " # Gradient checkpointing settings\n", - " gradient_checkpointing_kwargs={\"use_reentrant\": False}, # Options for gradient checkpointing\n", - " # Dataset configuration\n", - " dataset_text_field=\"\", # Text field in dataset\n", - " dataset_kwargs={\"skip_prepare_dataset\": True}, # Additional dataset options\n", - " #max_seq_length=1024 # Maximum sequence length for input\n", - ")\n", - "\n", - "training_args.remove_unused_columns = False # Keep unused columns in dataset" + " report_to=\"trackio\", # Reporting tool for tracking metrics\n", + ")" ] }, { @@ -1370,78 +833,52 @@ "id": "wjQGt-iZVyef" }, "source": [ - "We will log our training progress using [Weights & Biases (W&B)](https://wandb.ai/). Let’s connect our notebook to W&B to capture essential information during training.\n" + "We will log our training progress using [trackio](https://huggingface.co/blog/trackio). Let’s connect our notebook to W&B to capture essential information during training.\n" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 19, "metadata": { "colab": { - "base_uri": "https://localhost:8080/", - "height": 228 + "base_uri": "https://localhost:8080/" }, "id": "ckVfXDWsoF4Y", - "outputId": "bb7ce99c-ed2b-481c-a11f-27272ce8da91" + "outputId": "25584786-8110-48c5-a634-bc731bdce556" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "* Trackio project initialized: qwen2-7b-instruct-trl-sft-ChartQA\n", + "* Trackio metrics will be synced to Hugging Face Dataset: sergiopaniego/qwen2-7b-instruct-trl-sft-ChartQA-trackio-dataset\n", + "* Creating new space: https://huggingface.co/spaces/sergiopaniego/qwen2-7b-instruct-trl-sft-ChartQA-trackio\n", + "* View dashboard by going to: https://huggingface.co/spaces/sergiopaniego/qwen2-7b-instruct-trl-sft-ChartQA-trackio\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ - "import wandb\n", + "import trackio\n", "\n", - "wandb.init(\n", - " project=\"qwen2-7b-instruct-trl-sft-ChartQA\", # change this\n", - " name=\"qwen2-7b-instruct-trl-sft-ChartQA\", # change this\n", + "trackio.init(\n", + " project=\"qwen2-7b-instruct-trl-sft-ChartQA\",\n", + " name=\"qwen2-7b-instruct-trl-sft-ChartQA\",\n", " config=training_args,\n", + " space_id=training_args.output_dir + \"-trackio\"\n", ")" ] }, - { - "cell_type": "markdown", - "metadata": { - "id": "ucTUbGURV2_-" - }, - "source": [ - "We need a collator function to properly retrieve and batch the data during the training procedure. This function will handle the formatting of our dataset inputs, ensuring they are correctly structured for the model. Let's define the collator function below.\n", - "\n", - "👉 Check out the TRL official example [scripts]( https://github.com/huggingface/trl/blob/main/examples/scripts/sft_vlm.py#L87) for more details.\n" - ] - }, - { - "cell_type": "code", - "execution_count": 65, - "metadata": { - "id": "pAzDovzylQeZ" - }, - "outputs": [], - "source": [ - "# Create a data collator to encode text and image pairs\n", - "def collate_fn(examples):\n", - " # Get the texts and images, and apply the chat template\n", - " texts = [processor.apply_chat_template(example, tokenize=False) for example in examples] # Prepare texts for processing\n", - " image_inputs = [process_vision_info(example)[0] for example in examples] # Process the images to extract inputs\n", - "\n", - " # Tokenize the texts and process the images\n", - " batch = processor(text=texts, images=image_inputs, return_tensors=\"pt\", padding=True) # Encode texts and images into tensors\n", - "\n", - " # The labels are the input_ids, and we mask the padding tokens in the loss computation\n", - " labels = batch[\"input_ids\"].clone() # Clone input IDs for labels\n", - " labels[labels == processor.tokenizer.pad_token_id] = -100 # Mask padding tokens in labels\n", - "\n", - " # Ignore the image token index in the loss computation (model specific)\n", - " if isinstance(processor, Qwen2VLProcessor): # Check if the processor is Qwen2VLProcessor\n", - " image_tokens = [151652, 151653, 151655] # Specific image token IDs for Qwen2VLProcessor\n", - " else:\n", - " image_tokens = [processor.tokenizer.convert_tokens_to_ids(processor.image_token)] # Convert image token to ID\n", - "\n", - " # Mask image token IDs in the labels\n", - " for image_token_id in image_tokens:\n", - " labels[labels == image_token_id] = -100 # Mask image token IDs in labels\n", - "\n", - " batch[\"labels\"] = labels # Add labels to the batch\n", - "\n", - " return batch # Return the prepared batch" - ] - }, { "cell_type": "markdown", "metadata": { @@ -1454,15 +891,26 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 20, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "k_jk-U7ULYtA", - "outputId": "0dc465a9-1744-4b9a-d090-22a63f2e48de" + "outputId": "3bbe53a4-73a3-40e4-c318-4397670df20d" }, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/usr/local/lib/python3.12/dist-packages/peft/mapping_func.py:73: UserWarning: You are trying to modify a model with PEFT for a second time. If you want to reload the model with a different config, make sure to call `.unload()` before.\n", + " warnings.warn(\n", + "/usr/local/lib/python3.12/dist-packages/peft/tuners/tuners_utils.py:196: UserWarning: Already found a `peft_config` attribute in the model. This will lead to having multiple adapters in the model. Make sure to know what you are doing!\n", + " warnings.warn(\n" + ] + } + ], "source": [ "from trl import SFTTrainer\n", "\n", @@ -1471,9 +919,8 @@ " args=training_args,\n", " train_dataset=train_dataset,\n", " eval_dataset=eval_dataset,\n", - " data_collator=collate_fn,\n", " peft_config=peft_config,\n", - " processing_class=processor.tokenizer,\n", + " processing_class=processor,\n", ")" ] }, @@ -1593,33 +1040,33 @@ }, { "cell_type": "code", - "execution_count": 72, + "execution_count": 8, "metadata": { "colab": { "base_uri": "https://localhost:8080/", - "height": 49, + "height": 104, "referenced_widgets": [ - "dc179daa0be34359a3c9ec0224537c53", - "2b21097352c34b2e8e91f86e20bf834c", - "f3c4e0dd2e274dce8e3c74ca58796581", - "57e326d7a47242d09c6819ec367d87ed", - "8b1ba107530f43818c2c9a159150a6a4", - "9aa9e4f562274e33aeb213bfd7bd7c0e", - "a5a53558120545f69d4a751190261945", - "24d743bc855c4f3183ac800fb655dbd6", - "6c53c7d2c14d4df9b3cd9191f8b008c7", - "7787baba17db494590ccc37d3017002c", - "964f75e681d6498592ff634a22665a70" + "6d358c3999024558bbdf63cc8ff3b0c8", + "63e7a6485906469aa9b709f3b119f9be", + "1aac4bfb05c14e42a3f4372fc535ece6", + "fc3de4763c3f462785f4cde31c35c68e", + "7411cc7b1f224a10984238aec1967a44", + "ee59471ae1ef4182a04260ef870a5fae", + "2d4e5b7585a0441ca4eacec3a2ac7785", + "8f940de2b7ff49ecb05257990b335eed", + "cdfde68c4fbf4d7c9bb44ce31bfdf243", + "c264ef9a3ada4fbdbb2b7c55ecb84ed1", + "a3fc798acf0848238b43b7580998e300" ] }, "id": "EFqTNUud2lA7", - "outputId": "32f3a882-0fed-4527-ca83-74857afe658a" + "outputId": "f862017b-ae59-44ca-d39d-7deceaef0ead" }, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "dc179daa0be34359a3c9ec0224537c53", + "model_id": "6d358c3999024558bbdf63cc8ff3b0c8", "version_major": 2, "version_minor": 0 }, @@ -1629,6 +1076,14 @@ }, "metadata": {}, "output_type": "display_data" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "The image processor of type `Qwen2VLImageProcessor` is now loaded as a fast processor by default, even if the model checkpoint was saved with a slow processor. This is a breaking change and may produce slightly different outputs. To continue using the slow processor, instantiate this class with `use_fast=False`. Note that this behavior will be extended to all models in a future release.\n", + "You have video processor config saved in `preprocessor.json` file which is deprecated. Video processor configs should be saved in their own `video_preprocessor.json` file. You can rename the file or load and save the processor back which renames it automatically. Loading from `preprocessor.json` will be removed in v5.0.\n" + ] } ], "source": [ @@ -1652,49 +1107,49 @@ }, { "cell_type": "code", - "execution_count": 73, + "execution_count": 9, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 81, "referenced_widgets": [ - "9f91c4c646c14451a8d9013ff7c8b754", - "1e3329ab17004575adf04fdfbadcf477", - "748b6e32f3df4e70ba65a1e8a0b439f5", - "fa77f069797d4909b1cd8d8ed8ad98a4", - "9d301e23ce0742678393d6b28f9dc3c6", - "91c9787bdb2c4334bc9dd2ca472f7a73", - "0fa4ad9efb6b40b3b3101f70b0c2783d", - "fb8186d891e2407893195e581cf1050c", - "10abc52f216b43b69539ae79a2b1778c", - "f99bfabeae344ddca98017f43a9c95d1", - "ca03b3317b9c4700b9fb36a81a7928b7", - "1a953c336a9049b3a46f1895bcc03ed4", - "a53d054b82bc449d9abbddfc1fd72b2f", - "106a2f1a5ec24ceebdf047b6ff3d7564", - "c77a78daf5124afa8aa1aae19664b138", - "bc7725cc53fd436e9c73cf290734565d", - "5610f43f3ba04091a6f472c6ea706f92", - "8c42f14dda9e47c9934193b7e41241bb", - "54c4ef58e08c468fa84209fefc1c8cfa", - "4e4a58afbec7429fa3cf86c50d2bc2e0", - "fdda9bb09ce04f32b66c685a4551a62e", - "0fb1f35201994c61a18798a521f0808b" + "81f0b09f30974d5da6d54c7495df3afb", + "319ce7779dd54087a79748cff15dd380", + "bc10f7a03e1c4260b71190829160d57a", + "9bf65c0fc9714cd4bbfc8b5b9ada1986", + "d0106dbd65d2407da49802adca5a3f6b", + "5d1335feb15d470eb70727f1fc85fc64", + "5b0be6b9dfc046769a90b0167faa9023", + "775a2d404cb94764ad3c33767237cb3d", + "905424605e68484796735ce42262b511", + "341897caa36f49c082e98ea94d559ddb", + "0771b04a68e7476787cd2d1e0f2ce30b", + "815589aa997046419e28fa02ad87d2dc", + "0f2fb0be37b14323be7b7ee9e9ef6e3d", + "812420893e2d4b0f8676263f044410dc", + "375ede44354d4b4da527d5291c8e863a", + "b4611840b5fb433aad47e0acbdc2cd2f", + "03cfe58d482440f3bf80afc43e53730a", + "801d03f0db264fd58221d76b3cbc9a35", + "9e3f26cdd0e347f2b06762128aaae329", + "c99c38ec815049eaa15972ae46f94a8d", + "a62f4664a5ac40d785893e4eff1e34c0", + "1aa67fff82344f299f5c73a419871b03" ] }, "id": "mQi2xBXk4sHe", - "outputId": "1096bbce-04e1-475d-c7ea-090ef2e5bf5b" + "outputId": "c2c64fa7-6803-4237-91e8-463aa96baed3" }, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "9f91c4c646c14451a8d9013ff7c8b754", + "model_id": "81f0b09f30974d5da6d54c7495df3afb", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "adapter_config.json: 0%| | 0.00/650 [00:00" ] }, - "execution_count": 80, + "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "train_dataset[0][1]['content'][0]['image']" + "train_dataset[0]['images'][0]" ] }, { "cell_type": "code", - "execution_count": 81, + "execution_count": 15, "metadata": { "colab": { "base_uri": "https://localhost:8080/", - "height": 36 + "height": 35 }, "id": "pdb9vErmzdAf", - "outputId": "e5059c15-c1ec-4f9b-d642-820cac72bb59" + "outputId": "157008ef-e1f7-4968-d55a-eeb41906d807" }, "outputs": [ { @@ -1808,10 +1263,10 @@ "type": "string" }, "text/plain": [ - "'Yes'" + "'No, the value of Favorable is not 38 in 2015. According to the chart, the value of Favorable in 2015 is 38.'" ] }, - "execution_count": 81, + "execution_count": 15, "metadata": {}, "output_type": "execute_result" } @@ -1839,13 +1294,13 @@ }, { "cell_type": "code", - "execution_count": 82, + "execution_count": 16, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "czZSBgnoef1E", - "outputId": "350d3520-4973-444e-f2bc-12e44d548fe6" + "outputId": "e9532aa4-c4cd-47d6-8c40-c4a36677ceba" }, "outputs": [ { @@ -1860,25 +1315,25 @@ " {'type': 'text', 'text': 'What is the value of Slovenia in the graph?'}]}]" ] }, - "execution_count": 82, + "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "test_dataset[10][:2]" + "test_dataset[10]['messages'][:2]" ] }, { "cell_type": "code", - "execution_count": 83, + "execution_count": 18, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 617 }, "id": "ATuQ6ZS6eirO", - "outputId": "c3adc0fd-0fdc-4ff4-cc4e-14b4d9039323" + "outputId": "df17b5b1-4c59-41da-a177-290e845d6675" }, "outputs": [ { @@ -1888,25 +1343,25 @@ "" ] }, - "execution_count": 83, + "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "test_dataset[10][1]['content'][0]['image']" + "test_dataset[10]['images'][0]" ] }, { "cell_type": "code", - "execution_count": 84, + "execution_count": 19, "metadata": { "colab": { "base_uri": "https://localhost:8080/", - "height": 36 + "height": 35 }, "id": "9yHJMKHNWcMc", - "outputId": "5cedc6aa-e375-4026-92f2-6be4d0e50d91" + "outputId": "aae2ac9e-40aa-4981-9c74-0fd0268322a5" }, "outputs": [ { @@ -1915,10 +1370,10 @@ "type": "string" }, "text/plain": [ - "'1'" + "'The value of Slovenia in the graph is 1.0.'" ] }, - "execution_count": 84, + "execution_count": 19, "metadata": {}, "output_type": "execute_result" } @@ -1948,7 +1403,7 @@ }, { "cell_type": "code", - "execution_count": 96, + "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -2004,7 +1459,7 @@ }, { "cell_type": "code", - "execution_count": 87, + "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" @@ -2037,7 +1492,7 @@ }, { "cell_type": "code", - 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Copy a token from your Hugging Face\ntokens page and paste it below.
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"_view_count": null, - "_view_module": "@jupyter-widgets/base", - "_view_module_version": "1.2.0", - "_view_name": "StyleView", - "description_width": "" + "width": "50%" } } } diff --git a/notebooks/zh-CN/fine_tuning_vlm_trl.ipynb b/notebooks/zh-CN/fine_tuning_vlm_trl.ipynb index 748d0062..a9527746 100644 --- a/notebooks/zh-CN/fine_tuning_vlm_trl.ipynb +++ b/notebooks/zh-CN/fine_tuning_vlm_trl.ipynb @@ -64,32 +64,8 @@ }, "outputs": [], "source": [ - "!pip install -U -q git+https://github.com/huggingface/transformers.git git+https://github.com/huggingface/trl.git datasets bitsandbytes peft qwen-vl-utils wandb accelerate\n", - "# Tested with transformers==4.53.0.dev0, trl==0.20.0.dev0, datasets==3.6.0, bitsandbytes==0.46.0, peft==0.15.2, qwen-vl-utils==0.0.11, wandb==0.20.1, accelerate==1.8.1" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "J4pAvoQaOJ1M" - }, - "source": [ - "我们还需要安装早期版本的 *PyTorch*,因为最新版本存在一个问题,当前会导致本 Notebook 无法正常运行。你可以在 [此处](https://github.com/pytorch/pytorch/issues/138340) 了解更多关于该问题的信息,并在问题解决后考虑更新到最新版本。\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "D8iRteA4oXVj", - "outputId": "2a872542-c0ce-4ebd-92af-a9e593e3b18c" - }, - "outputs": [], - "source": [ - "!pip install -q torch==2.4.1+cu121 torchvision==0.19.1+cu121 torchaudio==2.4.1+cu121 --extra-index-url https://download.pytorch.org/whl/cu121" + "!pip install -U -q git+https://github.com/huggingface/trl.git bitsandbytes peft qwen-vl-utils trackio\n", + "# Tested with trl==0.22.0.dev0, bitsandbytes==0.47.0, peft==0.17.1, qwen-vl-utils==0.0.11, trackio==0.2.8" ] }, { @@ -217,46 +193,50 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "metadata": { "id": "XG8NuzqjjbgI" }, "outputs": [], "source": [ "def format_data(sample):\n", - " return [\n", - " {\n", - " \"role\": \"system\",\n", - " \"content\": [\n", - " {\n", - " \"type\": \"text\",\n", - " \"text\": system_message\n", - " }\n", - " ],\n", - " },\n", - " {\n", - " \"role\": \"user\",\n", - " \"content\": [\n", - " {\n", - " \"type\": \"image\",\n", - " \"image\": sample[\"image\"],\n", - " },\n", - " {\n", - " \"type\": \"text\",\n", - " \"text\": sample['query'],\n", - " }\n", - " ],\n", - " },\n", - " {\n", - " \"role\": \"assistant\",\n", - " \"content\": [\n", - " {\n", - " \"type\": \"text\",\n", - " \"text\": sample[\"label\"][0]\n", - " }\n", - " ],\n", - " },\n", - " ]" + " return {\n", + " \"images\": [sample[\"image\"]],\n", + " \"messages\": [\n", + "\n", + " {\n", + " \"role\": \"system\",\n", + " \"content\": [\n", + " {\n", + " \"type\": \"text\",\n", + " \"text\": system_message\n", + " }\n", + " ],\n", + " },\n", + " {\n", + " \"role\": \"user\",\n", + " \"content\": [\n", + " {\n", + " \"type\": \"image\",\n", + " \"image\": sample[\"image\"],\n", + " },\n", + " {\n", + " \"type\": \"text\",\n", + " \"text\": sample['query'],\n", + " }\n", + " ],\n", + " },\n", + " {\n", + " \"role\": \"assistant\",\n", + " \"content\": [\n", + " {\n", + " \"type\": \"text\",\n", + " \"text\": sample[\"label\"][0]\n", + " }\n", + " ],\n", + " },\n", + " ]\n", + " }" ] }, { @@ -951,7 +931,7 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" @@ -975,7 +955,7 @@ } ], "source": [ - "train_dataset[0][1:2]" + "train_dataset[0]['messages'][1:2]" ] }, { @@ -989,7 +969,7 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -1013,7 +993,7 @@ } ], "source": [ - "train_dataset[0][1]['content'][0]['image']" + "train_dataset[0]['images'][0]" ] }, { @@ -1027,7 +1007,7 @@ }, { "cell_type": "code", - "execution_count": 25, + "execution_count": null, "metadata": { "id": "_MoRTjFcE8qD" }, @@ -1038,13 +1018,13 @@ "def generate_text_from_sample(model, processor, sample, max_new_tokens=1024, device=\"cuda\"):\n", " # Prepare the text input by applying the chat template\n", " text_input = processor.apply_chat_template(\n", - " sample[1:2], # Use the sample without the system message\n", + " sample['messages'][1:2], # Use the sample without the system message\n", " tokenize=False,\n", " add_generation_prompt=True\n", " )\n", "\n", " # Process the visual input from the sample\n", - " image_inputs, _ = process_vision_info(sample)\n", + " image_inputs, _ = process_vision_info(sample['messages'])\n", "\n", " # Prepare the inputs for the model\n", " model_inputs = processor(\n", @@ -1303,7 +1283,7 @@ }, { "cell_type": "code", - "execution_count": 47, + "execution_count": null, "metadata": { "id": "SbqX1pQUKaSM" }, @@ -1318,37 +1298,25 @@ " per_device_train_batch_size=4, # Batch size for training\n", " per_device_eval_batch_size=4, # Batch size for evaluation\n", " gradient_accumulation_steps=8, # Steps to accumulate gradients\n", - " gradient_checkpointing=True, # Enable gradient checkpointing for memory efficiency\n", + " gradient_checkpointing_kwargs={\"use_reentrant\": False}, # Options for gradient checkpointing\n", + " max_length=None,\n", " # Optimizer and scheduler settings\n", " optim=\"adamw_torch_fused\", # Optimizer type\n", " learning_rate=2e-4, # Learning rate for training\n", - " lr_scheduler_type=\"constant\", # Type of learning rate scheduler\n", " # Logging and evaluation\n", " logging_steps=10, # Steps interval for logging\n", " eval_steps=10, # Steps interval for evaluation\n", " eval_strategy=\"steps\", # Strategy for evaluation\n", " save_strategy=\"steps\", # Strategy for saving the model\n", " save_steps=20, # Steps interval for saving\n", - " metric_for_best_model=\"eval_loss\", # Metric to evaluate the best model\n", - " greater_is_better=False, # Whether higher metric values are better\n", - " load_best_model_at_end=True, # Load the best model after training\n", " # Mixed precision and gradient settings\n", " bf16=True, # Use bfloat16 precision\n", - " tf32=True, # Use TensorFloat-32 precision\n", " max_grad_norm=0.3, # Maximum norm for gradient clipping\n", " warmup_ratio=0.03, # Ratio of total steps for warmup\n", " # Hub and reporting\n", " push_to_hub=True, # Whether to push model to Hugging Face Hub\n", - " report_to=\"wandb\", # Reporting tool for tracking metrics\n", - " # Gradient checkpointing settings\n", - " gradient_checkpointing_kwargs={\"use_reentrant\": False}, # Options for gradient checkpointing\n", - " # Dataset configuration\n", - " dataset_text_field=\"\", # Text field in dataset\n", - " dataset_kwargs={\"skip_prepare_dataset\": True}, # Additional dataset options\n", - " #max_seq_length=1024 # Maximum sequence length for input\n", - ")\n", - "\n", - "training_args.remove_unused_columns = False # Keep unused columns in dataset" + " report_to=\"trackio\", # Reporting tool for tracking metrics\n", + ")" ] }, { @@ -1366,7 +1334,7 @@ "id": "wjQGt-iZVyef" }, "source": [ - "我们将使用[Weights & Biases (W&B)](https://wandb.ai/)来记录我们的训练进度。让我们将 Notebook 与W&B连接,以便在训练过程中捕获重要信息。" + "我们将使用[trackio](https://huggingface.co/blog/trackio)来记录我们的训练进度。让我们将 Notebook 与W&B连接,以便在训练过程中捕获重要信息。" ] }, { @@ -1382,62 +1350,16 @@ }, "outputs": [], "source": [ - "import wandb\n", + "import trackio\n", "\n", - "wandb.init(\n", - " project=\"qwen2-7b-instruct-trl-sft-ChartQA\", # change this\n", - " name=\"qwen2-7b-instruct-trl-sft-ChartQA\", # change this\n", + "trackio.init(\n", + " project=\"qwen2-7b-instruct-trl-sft-ChartQA\",\n", + " name=\"qwen2-7b-instruct-trl-sft-ChartQA\",\n", " config=training_args,\n", + " space_id=training_args.output_dir + \"-trackio\"\n", ")" ] }, - { - "cell_type": "markdown", - "metadata": { - "id": "ucTUbGURV2_-" - }, - "source": [ - "我们需要一个整理器函数来在训练过程中正确地检索和批量处理数据。这个函数将负责格式化我们的数据集输入,确保它们以适当的结构提供给模型。接下来,让我们定义整理器函数。\n", - "\n", - "👉 了解更多细节,请查看TRL官方示例[脚本](https://github.com/huggingface/trl/blob/main/examples/scripts/sft_vlm.py#L87)。" - ] - }, - { - "cell_type": "code", - "execution_count": 65, - "metadata": { - "id": "pAzDovzylQeZ" - }, - "outputs": [], - "source": [ - "# Create a data collator to encode text and image pairs\n", - "def collate_fn(examples):\n", - " # Get the texts and images, and apply the chat template\n", - " texts = [processor.apply_chat_template(example, tokenize=False) for example in examples] # Prepare texts for processing\n", - " image_inputs = [process_vision_info(example)[0] for example in examples] # Process the images to extract inputs\n", - "\n", - " # Tokenize the texts and process the images\n", - " batch = processor(text=texts, images=image_inputs, return_tensors=\"pt\", padding=True) # Encode texts and images into tensors\n", - "\n", - " # The labels are the input_ids, and we mask the padding tokens in the loss computation\n", - " labels = batch[\"input_ids\"].clone() # Clone input IDs for labels\n", - " labels[labels == processor.tokenizer.pad_token_id] = -100 # Mask padding tokens in labels\n", - "\n", - " # Ignore the image token index in the loss computation (model specific)\n", - " if isinstance(processor, Qwen2VLProcessor): # Check if the processor is Qwen2VLProcessor\n", - " image_tokens = [151652, 151653, 151655] # Specific image token IDs for Qwen2VLProcessor\n", - " else:\n", - " image_tokens = [processor.tokenizer.convert_tokens_to_ids(processor.image_token)] # Convert image token to ID\n", - "\n", - " # Mask image token IDs in the labels\n", - " for image_token_id in image_tokens:\n", - " labels[labels == image_token_id] = -100 # Mask image token IDs in labels\n", - "\n", - " batch[\"labels\"] = labels # Add labels to the batch\n", - "\n", - " return batch # Return the prepared batch" - ] - }, { "cell_type": "markdown", "metadata": { @@ -1729,7 +1651,7 @@ }, { "cell_type": "code", - "execution_count": 79, + "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" @@ -1756,12 +1678,12 @@ } ], "source": [ - "train_dataset[0][:2]" + "train_dataset[0]['messages'][:2]" ] }, { "cell_type": "code", - "execution_count": 80, + "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -1785,7 +1707,7 @@ } ], "source": [ - "train_dataset[0][1]['content'][0]['image']" + "train_dataset[0]['images'][0]" ] }, { @@ -1837,7 +1759,7 @@ }, { "cell_type": "code", - "execution_count": 82, + "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" @@ -1864,12 +1786,12 @@ } ], "source": [ - "test_dataset[10][:2]" + "test_dataset[10]['messages'][:2]" ] }, { "cell_type": "code", - "execution_count": 83, + "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -1892,7 +1814,7 @@ } ], "source": [ - "test_dataset[10][1]['content'][0]['image']" + "test_dataset[10]['images'][0]" ] }, {