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feat: graph rag with Vertex AI tutorial #1414
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Check out this pull request on See visual diffs & provide feedback on Jupyter Notebooks. Powered by ReviewNB |
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Thanks for the contribution of this sample notebook! I left some comments throughout, but mainly this notebook needs to be formatted more closely to the notebook template in this repo.
"<table align=\"left\">\n", | ||
" <td style=\"text-align: center\">\n", | ||
" <a href=\"https://colab.research.google.com/github/GoogleCloudPlatform/generative-ai/blob/main/gemini/reasoning-engine/graph_rag_spanner.ipynb\">\n", | ||
" <img src=\"https://cloud.google.com/ml-engine/images/colab-logo-32px.png\" alt=\"Google Colaboratory logo\"><br> Run in Colab\n", | ||
" </a>\n", | ||
" </td>\n", | ||
" <td style=\"text-align: center\">\n", | ||
" <a href=\"https://console.cloud.google.com/vertex-ai/colab/import/https:%2F%2Fraw.githubusercontent.com%2FGoogleCloudPlatform%2Fgenerative-ai%2Fmain%2Fgemini%2Freasoning-engine%2Fgraph_rag_spanner.ipynb\">\n", | ||
" <img width=\"32px\" src=\"https://lh3.googleusercontent.com/JmcxdQi-qOpctIvWKgPtrzZdJJK-J3sWE1RsfjZNwshCFgE_9fULcNpuXYTilIR2hjwN\" alt=\"Google Cloud Colab Enterprise logo\"><br> Run in Colab Enterprise\n", | ||
" </a>\n", | ||
" </td> \n", | ||
" <td style=\"text-align: center\">\n", | ||
" <a href=\"https://github.com/GoogleCloudPlatform/generative-ai/blob/main/gemini/reasoning-engine/graph_rag_spanner.ipynb\">\n", | ||
" <img src=\"https://cloud.google.com/ml-engine/images/github-logo-32px.png\" alt=\"GitHub logo\"><br> View on GitHub\n", | ||
" </a>\n", | ||
" </td>\n", | ||
" <td style=\"text-align: center\">\n", | ||
" <a href=\"https://console.cloud.google.com/vertex-ai/workbench/deploy-notebook?download_url=https://raw.githubusercontent.com/GoogleCloudPlatform/generative-ai/main/gemini/reasoning-engine/graph_rag_spanner.ipynb\">\n", | ||
" <img src=\"https://lh3.googleusercontent.com/UiNooY4LUgW_oTvpsNhPpQzsstV5W8F7rYgxgGBD85cWJoLmrOzhVs_ksK_vgx40SHs7jCqkTkCk=e14-rj-sc0xffffff-h130-w32\" alt=\"Vertex AI logo\"><br> Open in Vertex AI Workbench\n", | ||
" </a>\n", | ||
" </td>\n", | ||
"</table>" |
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Update all of these links to point to the tutorial_graph_rag.ipynb
file.
"id": "skeDTD9moBK5" | ||
}, | ||
"source": [ | ||
"# GraphRAG on Google Cloud\n", |
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Use a more descriptive title, such as Building a GraphRAG Question-Answering System with LangChain on Vertex AI
or similar.
"[LangChain on Vertex AI](https://cloud.google.com/vertex-ai/generative-ai/docs/reasoning-engine/overview)\n", | ||
"is a managed service that helps you to build and deploy LangChain apps to a managed Reasoning Engine runtime.\n", | ||
"\n", | ||
"Instead of simply retrieving relevant text snippets based on keyword similarity, GraphRAG takes a more sophisticated, structured approach to Retrieval Augmented Generation. It involves creating a knowledge graph from the text, organizing it hierarchically, summarizing key concepts, and then using this structured information to enhance the accuracy and depth of responses.\n", |
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Is there a canonical link you can use in the Google Cloud or LangChain docs for users looking for more information on the GraphRAG approach?
"cell_type": "markdown", | ||
"metadata": {}, | ||
"source": [ | ||
"## Before you begin\n", | ||
"\n", | ||
"1. In the Google Cloud console, on the project selector page, select or [create a Google Cloud project](https://cloud.google.com/resource-manager/docs/creating-managing-projects).\n", | ||
"1. [Make sure that billing is enabled for your Google Cloud project](https://cloud.google.com/billing/docs/how-to/verify-billing-enabled#console).\n", | ||
"\n", | ||
"### Required roles\n", | ||
"\n", | ||
"To get the permissions that you need to complete the tutorial, ask your administrator to grant you the [Owner](https://cloud.google.com/iam/docs/understanding-roles#owner) (`roles/owner`) IAM role on your project. For more information about granting roles, see [Manage access](https://cloud.google.com/iam/docs/granting-changing-revoking-access).\n" |
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Please include all of the standard setup and config steps from the notebook template in this repo.
"id": "Wvrm1CcB2DVv" | ||
}, | ||
"source": [ | ||
"![image.png](data:image/png;base64,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)" |
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I've uploaded this image to our public GCS bucket associated with this repo, so you can reference it as a Markdown image or HTML image reference instead of base64 encoded:
https://storage.googleapis.com/github-repo/generative-ai/gemini/reasoning-engine/images/graphrag.png
"source": [ | ||
"### Create Knowledge Graph\n", | ||
"\n", | ||
"We will use Gemini and Langchain LLMGraphTransformer to parse the texts and generate a knowledge graph." |
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Use in-line code formatting for syntax such as LLMGraphTransformer
.
"source": [ | ||
"### Create Knowledge Graph\n", | ||
"\n", | ||
"We will use Gemini and Langchain LLMGraphTransformer to parse the texts and generate a knowledge graph." |
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Be sure to stylize Langchain
correctly as LangChain
here and throughout.
"GCP_PROJECT_NUMBER=\"\"\n", | ||
"REGION = \"us-central1\"\n", | ||
"STAGING_BUCKET = \"gs://\" #must be at root bucket level and not a subfolder\n", | ||
"MODEL_NAME=\"gemini-1.5-pro-002\"\n", |
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Use gemini-1.5-pro
instead of a specific checkpoint to make this more future-proof for the Gemini 1.5 series.
" \"google-cloud-aiplatform==1.67.0\",\n", | ||
" \"google-cloud-resource-manager==1.12.5\",\n", | ||
" \"google-cloud-spanner==3.48.0\",\n", | ||
" \"langchain==0.3.0\",\n", | ||
" \"langchain-community==0.3.0\",\n", | ||
" \"langchain-core==0.3.2\",\n", | ||
" \"langchain-experimental==0.3.0\",\n", | ||
" \"langchain-google-vertexai==2.0.1\",\n", | ||
" \"langchain-text-splitters==0.3.0\",\n", | ||
" \"cloudpickle==3.1.0\"\n", |
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Have you tested (or can you test) this with all package versions set to latest available versions? For example, the current version of google-cloud-aiplatform
is 1.72.0.
"source": [ | ||
"### Deploy to Vertex AI Reasoning Engine\n", | ||
"\n", | ||
"Great! The chain is working and return the answers from the orginal question. Now let's host this Langchain code on Vertex AI Reasoning Engine so we can call it as an API. First we will reorganize the code blocks above to make it work with the Vertex AI Reasoning Engine. Be sure to update the code with your Project ID and Region" |
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We should have users define all constants in a cell near the top (like you have), then reuse that throughout to avoid having to re-define these in multiple places throughout the notebook.
"\n", | ||
"## Objectives\n", | ||
"\n", | ||
"In this tutorial, you will see a complete walkthrough of building a question-answering system using the GraphRAG method. You'll learn how to create a knowledge graph from scratch, store it efficiently in Spanner Graph, enhance search accuracy with embedding vectors in Spanner Vector Database, and finally, deploy a functional FAQ system with Langchain and Vertex AI Reasoning Engine." |
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"In this tutorial, you will see a complete walkthrough of building a question-answering system using the GraphRAG method. You'll learn how to create a knowledge graph from scratch, store it efficiently in Spanner Graph, enhance search accuracy with embedding vectors in Spanner Vector Database, and finally, deploy a functional FAQ system with Langchain and Vertex AI Reasoning Engine." | |
"In this tutorial, you will see a complete walkthrough of building a question-answering system using the GraphRAG method. You'll learn how to create a knowledge graph from scratch, store it efficiently in Spanner Graph, enhance search accuracy with embedding vectors in Spanner Vector Database, and finally, deploy a functional FAQ system with LangChain and Vertex AI Reasoning Engine." |
"\n", | ||
"## Objectives\n", | ||
"\n", | ||
"In this tutorial, you will see a complete walkthrough of building a question-answering system using the GraphRAG method. You'll learn how to create a knowledge graph from scratch, store it efficiently in Spanner Graph, enhance search accuracy with embedding vectors in Spanner Vector Database, and finally, deploy a functional FAQ system with Langchain and Vertex AI Reasoning Engine." |
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Can you add links to the docs for each of the features/products mentioned?
"import os\n", | ||
"from langchain_experimental.graph_transformers import LLMGraphTransformer\n", | ||
"from langchain_google_vertexai import VertexAI\n", | ||
"import networkx as nx\n", | ||
"from langchain.chains import GraphQAChain\n", | ||
"from langchain_core.documents import Document\n", | ||
"from langchain_community.graphs.networkx_graph import NetworkxEntityGraph\n", | ||
"import matplotlib.pyplot as plt" | ||
] |
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Put all imports here.
"outputs": [ | ||
{ | ||
"data": { | ||
"image/png": 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", |
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Remove these image outputs, they make the notebook very large and difficult to load.
" from google.cloud.spanner_admin_database_v1.types import spanner_database_admin\n", | ||
" from google.cloud import spanner\n", |
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move these imports to the top of the notebook
" print(\"{} record(s) inserted.\".format(row_ct1))\n", | ||
"\n", | ||
"# print(insert_values) # This just prints the function object, remove this line\n", | ||
"database.run_in_transaction(insert_values)" |
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This database insert seems very complicated. Is there a simpler way to notate all of this?
"id": "3wQLk1Zy6rDr" | ||
}, | ||
"source": [ | ||
"Now the graph nodes, relationship and embedding vectors are stored in the Spanner database. Let's try to query the database. We will ask the original question \"Who influced Larry Page?\" in the Vector database to get a semantic search result. Then we will get the node \"Lawrence Edward Page\" from the result." |
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"Now the graph nodes, relationship and embedding vectors are stored in the Spanner database. Let's try to query the database. We will ask the original question \"Who influced Larry Page?\" in the Vector database to get a semantic search result. Then we will get the node \"Lawrence Edward Page\" from the result." | |
"Now the graph nodes, relationship and embedding vectors are stored in the Spanner database. Let's try to query the database. We will ask the original question \"Who influenced Larry Page?\" in the Vector database to get a semantic search result. Then we will get the node \"Lawrence Edward Page\" from the result." |
"from google.cloud import spanner\n", | ||
"\n", | ||
"spanner_client = spanner.Client(GCP_PROJECT_ID)\n", | ||
"instance = spanner_client.instance(SPANNER_INSTANCE_ID)\n", | ||
"database = instance.database(SPANNER_DATABASE_ID)\n", |
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A lot of this seems to be repeated in multiple cells. Can this be condensed?
"from typing import List\n", | ||
"\n", | ||
"from langchain_core.callbacks import CallbackManagerForRetrieverRun\n", | ||
"from langchain_core.documents import Document\n", | ||
"from langchain_core.retrievers import BaseRetriever\n", | ||
"from vertexai.language_models import TextEmbeddingInput, TextEmbeddingModel\n", | ||
"from langchain_google_vertexai import VertexAIEmbeddings\n", | ||
"from google.cloud import spanner\n", | ||
"\n", | ||
"class SpannerGraphRagRetriever(BaseRetriever):\n", | ||
" gcp_project_id:str\n", | ||
" spanner_instance_id:str\n", | ||
" spanner_database_id:str\n", | ||
" embedding_model_name:str\n", |
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Do you need to build a custom retriever for this? There should already be a Spanner Retriever in LangChain.
Also, would it be possible to just define these methods once in the Chain instead of running them multiple times in the notebook? It seems like there's lots of duplication.
"id": "WtIW59QW9F-z" | ||
}, | ||
"source": [ | ||
"Give service-PROJECT_NUMBER@gcp-sa-aiplatform-re.iam.gserviceaccount.com Cloud Spanner Database User role or Vertex AI Reasoning Engine will not have access to the Spanner database" |
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"Give service-PROJECT_NUMBER@gcp-sa-aiplatform-re.iam.gserviceaccount.com Cloud Spanner Database User role or Vertex AI Reasoning Engine will not have access to the Spanner database" | |
"Give `service-PROJECT_NUMBER@gcp-sa-aiplatform-re.iam.gserviceaccount.com` Cloud Spanner Database User role or Vertex AI Reasoning Engine will not have access to the Spanner database" |
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