Image-to-Text
Transformers
Safetensors
qwen3_5
image-text-to-text
vision-language
vlm
document-understanding
structured-extraction
information-extraction
ocr
document-to-markdown
markdown
rag
reasoning
multilingual
conversational
Instructions to use numind/NuExtract3 with libraries, inference providers, notebooks, and local apps. Follow these links to get started.
- Libraries
- Transformers
How to use numind/NuExtract3 with Transformers:
# Use a pipeline as a high-level helper # Warning: Pipeline type "image-to-text" is no longer supported in transformers v5. # You must load the model directly (see below) or downgrade to v4.x with: # 'pip install "transformers<5.0.0' from transformers import pipeline pipe = pipeline("image-to-text", model="numind/NuExtract3") messages = [ { "role": "user", "content": [ {"type": "image", "url": "https://huggingface.co/datasets/huggingface/documentation-images/resolve/main/p-blog/candy.JPG"}, {"type": "text", "text": "What animal is on the candy?"} ] }, ] pipe(text=messages)# Load model directly from transformers import AutoProcessor, AutoModelForImageTextToText processor = AutoProcessor.from_pretrained("numind/NuExtract3") model = AutoModelForImageTextToText.from_pretrained("numind/NuExtract3") messages = [ { "role": "user", "content": [ {"type": "image", "url": "https://huggingface.co/datasets/huggingface/documentation-images/resolve/main/p-blog/candy.JPG"}, {"type": "text", "text": "What animal is on the candy?"} ] }, ] inputs = processor.apply_chat_template( messages, add_generation_prompt=True, tokenize=True, return_dict=True, return_tensors="pt", ).to(model.device) outputs = model.generate(**inputs, max_new_tokens=40) print(processor.decode(outputs[0][inputs["input_ids"].shape[-1]:])) - Notebooks
- Google Colab
- Kaggle
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| <tspan x="385.00" dy="27">OCR 2</tspan> | |
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| <tspan x="540.00" dy="27">OCR 2</tspan> | |
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| <tspan x="695.00" dy="0">GLM-OCR</tspan> | |
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| <tspan x="850.00" dy="0">olmOCR 2</tspan> | |
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| <tspan x="1000.00" dy="0">Qwen3.5</tspan> | |
| <tspan x="1000.00" dy="27">4B</tspan> | |
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| <tspan x="1310.00" dy="0">Gemma 4</tspan> | |
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| <tspan x="1465.00" dy="0">Ministral 3</tspan> | |
| <tspan x="1465.00" dy="27">3B</tspan> | |
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