PageIndex/cookbook/pageindex_RAG_simple.ipynb
2025-08-21 02:47:58 +08:00

623 lines
421 KiB
Text

{
"cells": [
{
"cell_type": "markdown",
"metadata": {
"id": "TCh9BTedHJK1"
},
"source": [
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]
},
{
"cell_type": "markdown",
"metadata": {
"id": "nD0hb4TFHWTt"
},
"source": [
" <p align=\"center\"><i>Reasoning-based RAG&nbsp; ✧ &nbsp;No Vector DB&nbsp; ✧ &nbsp;No Chunking&nbsp; ✧ &nbsp;Human-like Retrieval</i></p>\n",
"\n",
"<p align=\"center\">\n",
" <a href=\"https://vectify.ai\">🏠 Homepage</a>&nbsp; • &nbsp;\n",
" <a href=\"https://dash.pageindex.ai\">🖥️ Dashboard</a>&nbsp; • &nbsp;\n",
" <a href=\"https://docs.pageindex.ai/quickstart\">📚 API Docs</a>&nbsp; • &nbsp;\n",
" <a href=\"https://github.com/vectifyai/pageindex\">📦 GitHub</a>&nbsp; • &nbsp;\n",
" <a href=\"https://discord.com/invite/VuXuf29EUj\">💬 Discord</a>&nbsp; • &nbsp;\n",
" <a href=\"https://ii2abc2jejf.typeform.com/to/tK3AXl8T\">✉️ Contact</a>&nbsp;\n",
"</p>"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "Ebvn5qfpcG1K"
},
"source": [
"# 🧠 Simple Vectorless RAG with PageIndex\n",
"\n",
"PageIndex generates a searchable tree structure of documents, enabling reasoning-based retrieval through tree search — without vectors.\n",
"\n",
"- **No Vectors Needed**: Uses document structure and LLM reasoning for retrieval.\n",
"- **No Chunking Needed**: Documents are organized into natural sections rather than artificial chunks.\n",
"- **No Top-K Needed**: The LLM decides how many nodes need to be retrieved.\n",
"- **Transparent Retrieval Process**: Retrieval based on reasoning — say goodbye to approximate semantic search ('vibe retrieval').\n",
"\n",
"# 📝 About this Notebook\n",
"This notebook demonstrates a simple example of **vectorless RAG** with PageIndex. You will learn:\n",
"- [x] How to generate PageIndex tree structure of a document.\n",
"- [x] How to perform retrieval with tree search.\n",
"- [x] How to generate the answer based on the retrieved context."
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "7ziuTbbWcG1L"
},
"source": [
"# Preparation\n",
"\n"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "edTfrizMFK4c"
},
"source": [
"## Install Dependencies"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"collapsed": true,
"id": "LaoB58wQFNDh"
},
"outputs": [],
"source": [
"%pip install -q --upgrade pageindex openai"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "WVEWzPKGcG1M"
},
"source": [
"## Setup Environment"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"id": "StvqfcK4cG1M"
},
"outputs": [],
"source": [
"import os, json, openai, requests\n",
"from pageindex import PageIndexClient\n",
"from pprint import pprint\n",
"from IPython.display import Markdown, display\n",
"\n",
"PAGEINDEX_API_KEY = \"YOUR_PAGEINDEX_API_KEY\" # Get your PageIndex API key from https://dash.pageindex.ai/api-keys\n",
"OPENAI_API_KEY = \"YOUR_OPENAI_API_KEY\"\n",
"\n",
"pi_client = PageIndexClient(api_key=PAGEINDEX_API_KEY)"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "AR7PLeVbcG1N"
},
"source": [
"## Define Utility Functions"
]
},
{
"cell_type": "code",
"execution_count": 137,
"metadata": {
"id": "hmj3POkDcG1N"
},
"outputs": [],
"source": [
"async def call_llm(prompt, model=\"gpt-4.1\", temperature=0):\n",
" client = openai.AsyncOpenAI(api_key=OPENAI_API_KEY)\n",
" response = await client.chat.completions.create(\n",
" model=model,\n",
" messages=[{\"role\": \"user\", \"content\": prompt}],\n",
" temperature=temperature\n",
" )\n",
" return response.choices[0].message.content.strip()\n",
"\n",
"def remove_fields(data, fields=['text'], max_len=50):\n",
" if isinstance(data, dict):\n",
" return {k: remove_fields(v, fields)\n",
" for k, v in data.items() if k not in fields}\n",
" elif isinstance(data, list):\n",
" return [remove_fields(item, fields) for item in data]\n",
" elif isinstance(data, str):\n",
" return (data[:max_len] + '...') if len(data) > max_len else data\n",
" return data\n",
"\n",
"def print_tree(tree, exclude_fields=['text', 'page_index']):\n",
" cleaned_tree = remove_fields(tree.copy(), exclude_fields)\n",
" pprint(cleaned_tree, sort_dicts=False, width=150)\n",
"\n",
"def print_markdown(*lines):\n",
" text = \"\\n\".join(lines)\n",
" display(Markdown(text))\n",
"\n",
"def create_node_mapping(tree):\n",
" \"\"\"Create a mapping of node_id to node for quick lookup\"\"\"\n",
" def get_all_nodes(tree):\n",
" if isinstance(tree, dict):\n",
" return [tree] + [node for child in tree.get('nodes', []) for node in get_all_nodes(child)]\n",
" elif isinstance(tree, list):\n",
" return [node for item in tree for node in get_all_nodes(item)]\n",
" return []\n",
" return {node[\"node_id\"]: node for node in get_all_nodes(tree) if node.get(\"node_id\")}"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "heGtIMOVcG1N"
},
"source": [
"# Step 1: PageIndex Tree Generation"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "Mzd1VWjwMUJL"
},
"source": [
"## Submit a document with PageIndex SDK"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "f6--eZPLcG1N",
"outputId": "ca688cfd-6c4b-4a57-dac2-f3c2604c4112"
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Downloaded https://arxiv.org/pdf/2501.12948.pdf\n",
"Document Submitted: pi-cmek7luf400960ao3o0o8us4d\n"
]
}
],
"source": [
"# You can also use our GitHub repo to generate PageIndex structure\n",
"# https://github.com/VectifyAI/PageIndex\n",
"\n",
"pdf_url = \"https://arxiv.org/pdf/2501.12948.pdf\"\n",
"pdf_path = os.path.join(\"../data\", pdf_url.split('/')[-1])\n",
"os.makedirs(os.path.dirname(pdf_path), exist_ok=True)\n",
"\n",
"response = requests.get(pdf_url)\n",
"with open(pdf_path, \"wb\") as f:\n",
" f.write(response.content)\n",
"print(f\"Downloaded {pdf_url}\")\n",
"\n",
"doc_id = pi_client.submit_document(pdf_path)[\"doc_id\"]\n",
"print('Document Submitted:', doc_id)"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "4-Hrh0azcG1N"
},
"source": [
"## Get the generated PageIndex tree structure"
]
},
{
"cell_type": "code",
"execution_count": 138,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 1000
},
"id": "b1Q1g6vrcG1O",
"outputId": "dc944660-38ad-47ea-d358-be422edbae53"
},
"outputs": [
{
"data": {
"text/markdown": [
"## Simplified Tree Structure of the Document\n",
"---"
],
"text/plain": [
"<IPython.core.display.Markdown object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"[{'title': 'DeepSeek-R1: Incentivizing Reasoning Capability in...',\n",
" 'node_id': '0000',\n",
" 'prefix_summary': '# DeepSeek-R1: Incentivizing Reasoning Capability ...',\n",
" 'nodes': [{'title': 'Abstract', 'node_id': '0001', 'summary': 'The partial document introduces two reasoning mode...'},\n",
" {'title': 'Contents', 'node_id': '0002', 'summary': 'This partial document provides a detailed table of...'},\n",
" {'title': '1. Introduction',\n",
" 'node_id': '0003',\n",
" 'prefix_summary': 'The partial document introduces recent advancement...',\n",
" 'nodes': [{'title': '1.1. Contributions', 'node_id': '0004', 'summary': 'This partial document outlines the main contributi...'},\n",
" {'title': '1.2. Summary of Evaluation Results',\n",
" 'node_id': '0005',\n",
" 'summary': 'The partial document provides a summary of evaluat...'}]},\n",
" {'title': '2. Approach',\n",
" 'node_id': '0006',\n",
" 'prefix_summary': '## 2. Approach\\n',\n",
" 'nodes': [{'title': '2.1. Overview', 'node_id': '0007', 'summary': '### 2.1. Overview\\n\\nPrevious work has heavily relie...'},\n",
" {'title': '2.2. DeepSeek-R1-Zero: Reinforcement Learning on t...',\n",
" 'node_id': '0008',\n",
" 'prefix_summary': '### 2.2. DeepSeek-R1-Zero: Reinforcement Learning ...',\n",
" 'nodes': [{'title': '2.2.1. Reinforcement Learning Algorithm',\n",
" 'node_id': '0009',\n",
" 'summary': 'This partial document describes the Group Relative...'},\n",
" {'title': '2.2.2. Reward Modeling',\n",
" 'node_id': '0010',\n",
" 'summary': 'This partial document discusses the reward modelin...'},\n",
" {'title': '2.2.3. Training Template',\n",
" 'node_id': '0011',\n",
" 'summary': '#### 2.2.3. Training Template\\n\\nTo train DeepSeek-R...'},\n",
" {'title': '2.2.4. Performance, Self-evolution Process and Aha...',\n",
" 'node_id': '0012',\n",
" 'summary': 'This partial document discusses the performance, s...'}]},\n",
" {'title': '2.3. DeepSeek-R1: Reinforcement Learning with Cold...',\n",
" 'node_id': '0013',\n",
" 'summary': 'This partial document describes the training pipel...'},\n",
" {'title': '2.4. Distillation: Empower Small Models with Reaso...',\n",
" 'node_id': '0014',\n",
" 'summary': 'This partial document discusses the process of dis...'}]},\n",
" {'title': '3. Experiment',\n",
" 'node_id': '0015',\n",
" 'prefix_summary': 'The partial document describes the experimental se...',\n",
" 'nodes': [{'title': '3.1. DeepSeek-R1 Evaluation',\n",
" 'node_id': '0016',\n",
" 'summary': 'This partial document presents a comprehensive eva...'},\n",
" {'title': '3.2. Distilled Model Evaluation',\n",
" 'node_id': '0017',\n",
" 'summary': 'This partial document presents an evaluation of va...'}]},\n",
" {'title': '4. Discussion', 'node_id': '0018', 'summary': 'This partial document discusses the comparative ef...'},\n",
" {'title': '5. Conclusion, Limitations, and Future Work',\n",
" 'node_id': '0019',\n",
" 'summary': 'This partial document presents the conclusion, lim...'},\n",
" {'title': 'References', 'node_id': '0020', 'summary': 'The partial document consists of a comprehensive r...'},\n",
" {'title': 'Appendix', 'node_id': '0021', 'summary': '## Appendix\\n'},\n",
" {'title': 'A. Contributions and Acknowledgments',\n",
" 'node_id': '0022',\n",
" 'summary': 'This partial document section details the contribu...'}]}]\n"
]
}
],
"source": [
"if pi_client.is_retrieval_ready(doc_id):\n",
" tree = pi_client.get_tree(doc_id, node_summary=True)['result']\n",
" print_markdown('## Simplified Tree Structure of the Document', '---')\n",
" print_tree(tree)\n",
"else:\n",
" print(\"Processing document, please try again later...\")"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "USoCLOiQcG1O"
},
"source": [
"# Step 2: Reasoning-Based Retrieval with Tree Search\n",
"\n",
"#### Use LLM to search the PageIndex tree and decide which nodes may contain the relevant context."
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"id": "LLHNJAtTcG1O"
},
"outputs": [],
"source": [
"query = \"What are the conclusions in this document?\"\n",
"\n",
"tree_without_text = remove_fields(tree.copy(), fields=['text'])\n",
"\n",
"search_prompt = f\"\"\"\n",
"You are given a question and a tree structure of a document.\n",
"Each node contains a node id, node title, and a corresponding summary.\n",
"Your task is to find all nodes that are likely to contain the answer to the question.\n",
"\n",
"Question: {query}\n",
"\n",
"Document tree structure:\n",
"{json.dumps(tree_without_text, indent=2)}\n",
"\n",
"Please reply in the following JSON format:\n",
"{{\n",
" \"thinking\": \"<Your thinking process on which nodes are relevant to the question>\",\n",
" \"node_list\": [\"node_id_1\", \"node_id_2\", ..., \"node_id_n\"]\n",
"}}\n",
"Directly return the final JSON structure. Do not output anything else.\n",
"\"\"\"\n",
"\n",
"tree_search_result = await call_llm(search_prompt)"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 206
},
"id": "P8DVUOuAen5u",
"outputId": "6bb6d052-ef30-4716-f88e-be98bcb7ebdb"
},
"outputs": [
{
"data": {
"text/markdown": [
"## Reasoning Process\n",
"---"
],
"text/plain": [
"<IPython.core.display.Markdown object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/markdown": [
"The question asks for the conclusions in the document. The most direct and relevant node is '5. Conclusion, Limitations, and Future Work' (node_id: 0019), as it explicitly contains the conclusion section. Additionally, the 'Abstract' (node_id: 0001) often summarizes the main findings and conclusions, and the 'Discussion' (node_id: 0018) may also contain concluding remarks or synthesis of results. However, the primary and most comprehensive source for conclusions is node 0019."
],
"text/plain": [
"<IPython.core.display.Markdown object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/markdown": [
"## Retrieved Nodes\n",
"---"
],
"text/plain": [
"<IPython.core.display.Markdown object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Node ID: 0019\t Page: 16\t Title: 5. Conclusion, Limitations, and Future Work\n"
]
}
],
"source": [
"### Print retrieval nodes\n",
"\n",
"node_map = create_node_mapping(tree)\n",
"tree_search_result_json = json.loads(tree_search_result)\n",
"\n",
"print_markdown('## Reasoning Process', '---')\n",
"print_markdown(tree_search_result_json['thinking'])\n",
"\n",
"print_markdown('## Retrieved Nodes', '---')\n",
"for node_id in tree_search_result_json[\"node_list\"]:\n",
" node = node_map[node_id]\n",
" print(f\"Node ID: {node['node_id']}\\t Page: {node['page_index']}\\t Title: {node['title']}\")"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "10wOZDG_cG1O"
},
"source": [
"# Step 3: Answer Generation\n",
"\n",
"#### Extract context from relevant nodes and generate the final answer."
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 279
},
"id": "a7UCBnXlcG1O",
"outputId": "8a026ea3-4ef3-473a-a57b-b4565409749e"
},
"outputs": [
{
"data": {
"text/markdown": [
"## Retrieved Context\n",
"---"
],
"text/plain": [
"<IPython.core.display.Markdown object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/markdown": [
"## 5. Conclusion, Limitations, and Future Work\n",
"\n",
"In this work, we share our journey in enhancing model reasoning abilities through reinforcement learning. DeepSeek-R1-Zero represents a pure RL approach without relying on cold-start data, achieving strong performance across various tasks. DeepSeek-R1 is more powerful, leveraging cold-start data alongside iterative RL fine-tuning. Ultimately, DeepSeek-R1 achieves performance comparable to OpenAI-o1-1217 on a range of tasks.\n",
"\n",
"We further explore distillation the reasoning capability to small dense models. We use DeepSeek-R1 as the teacher model to generate 800K training samples, and fine-tune several small dense models. The results are promising: DeepSeek-R1-Distill-Qwen-1.5B outperforms GPT-4o and Claude-3.5-Sonnet on math benchmarks with $28.9 \\%$ on AIME and $83.9 \\%$ on MATH. Other dense models also achieve impressive results, significantly outperforming other instructiontuned models based on the same underlying checkpoints.\n",
"\n",
"In the fut ..."
],
"text/plain": [
"<IPython.core.display.Markdown object>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Prepare Retrieved Context\n",
"\n",
"node_list = json.loads(tree_search_result)[\"node_list\"]\n",
"relevant_content = \"\\n\\n\".join(node_map[node_id][\"text\"] for node_id in node_list)\n",
"print_markdown('## Retrieved Context', '---')\n",
"print_markdown(f'{relevant_content[:1000]} ...')"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 210
},
"id": "tcp_PhHzcG1O",
"outputId": "187ff116-9bb0-4ab4-bacb-13944460b5ff"
},
"outputs": [
{
"data": {
"text/markdown": [
"## Generated Answer\n",
"---"
],
"text/plain": [
"<IPython.core.display.Markdown object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/markdown": [
"**Conclusions in this document:**\n",
"\n",
"- DeepSeek-R1-Zero, a pure reinforcement learning (RL) model without cold-start data, achieves strong performance across various tasks.\n",
"- DeepSeek-R1, which combines cold-start data with iterative RL fine-tuning, is even more powerful and achieves performance comparable to OpenAI-o1-1217 on a range of tasks.\n",
"- The reasoning capabilities of DeepSeek-R1 can be successfully distilled into smaller dense models, with DeepSeek-R1-Distill-Qwen-1.5B outperforming GPT-4o and Claude-3.5-Sonnet on math benchmarks.\n",
"- Other small dense models fine-tuned with DeepSeek-R1 data also significantly outperform other instruction-tuned models based on the same checkpoints."
],
"text/plain": [
"<IPython.core.display.Markdown object>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Generate Answer\n",
"\n",
"answer_prompt = f\"\"\"\n",
"Answer the question based on the context:\n",
"\n",
"Question: {query}\n",
"Context: {relevant_content}\n",
"\n",
"Provide a clear, concise answer based only on the context provided.\n",
"\"\"\"\n",
"\n",
"print_markdown('## Generated Answer', '---')\n",
"answer = await call_llm(answer_prompt)\n",
"print_markdown(answer)"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "_1kaGD3GcG1O"
},
"source": [
"# 🎯 What's Next\n",
"\n",
"This notebook has demonstrated a basic example of **reasoning-based**, **vectorless** RAG with PageIndex. The workflow illustrates the core idea:\n",
"> *Generating a hierarchical tree structure from a document, reasoning over that tree structure, and extracting relevant context without relying on a vector database or top-k similarity search*.\n",
"\n",
"While this notebook highlights a minimal workflow, the PageIndex framework is built to support **far more advanced** use cases. In upcoming tutorials, we will introduce:\n",
"* **Multi-node reasoning for complex query** — Scale tree search to handle queries that require context from multiple nodes.\n",
"* **Multi-document search** — Enable reasoning-based navigation across large document collections, extending beyond a single file.\n",
"* **Efficient Tree search** — Improve tree search efficiency for long documents with a large number of nodes.\n",
"* **Expert Knowledge Integration and Preference Alignment** — Incorporate user preferences or expert insights by adding knowledge directly into the LLM tree search, without the need for fine-tuning.\n",
"\n",
"# 🔎 Learn More About PageIndex\n",
" <a href=\"https://vectify.ai\">🏠 Homepage</a>&nbsp; • &nbsp;\n",
" <a href=\"https://dash.pageindex.ai\">🖥️ Dashboard</a>&nbsp; • &nbsp;\n",
" <a href=\"https://docs.pageindex.ai/quickstart\">📚 API Docs</a>&nbsp; • &nbsp;\n",
" <a href=\"https://github.com/vectifyai/pageindex\">📦 GitHub</a>&nbsp; • &nbsp;\n",
" <a href=\"https://discord.com/invite/VuXuf29EUj\">💬 Discord</a>&nbsp; • &nbsp;\n",
" <a href=\"https://ii2abc2jejf.typeform.com/to/tK3AXl8T\">✉️ Contact</a>\n",
"\n",
"<br>\n",
"\n",
"© 2025 [Vectify AI](https://vectify.ai)\n",
"\n"
]
}
],
"metadata": {
"colab": {
"provenance": []
},
"kernelspec": {
"display_name": "Python 3",
"language": "python",
"name": "python3"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.11.9"
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