From 2ab04a4e32d857d221f012a96b40b5549bdeadf1 Mon Sep 17 00:00:00 2001 From: Lance Martin <122662504+rlancemartin@users.noreply.github.com> Date: Fri, 25 Aug 2023 11:28:55 -0700 Subject: [PATCH] Update agent docs, move to use-case sub-directory (#9344) Re-structure and add new agent page --- docs/docs_skeleton/static/img/ReAct.png | Bin 0 -> 42674 bytes .../static/img/agents_use_case_1.png | Bin 0 -> 241979 bytes .../static/img/agents_use_case_trace_1.png | Bin 0 -> 75923 bytes .../static/img/agents_use_case_trace_2.png | Bin 0 -> 169721 bytes .../static/img/agents_vs_chains.png | Bin 0 -> 42731 bytes .../static/img/oai_function_agent.png | Bin 0 -> 181119 bytes docs/extras/use_cases/agents/baby_agi.ipynb | 565 -------------- .../agents/baby_agi_with_agent.ipynb | 647 ---------------- .../camel_role_playing.ipynb | 0 .../agent_simulations/characters.ipynb | 0 .../agents}/agent_simulations/gymnasium.ipynb | 0 .../agents}/agent_simulations/index.mdx | 0 .../agent_simulations/multi_player_dnd.ipynb | 0 .../multiagent_authoritarian.ipynb | 0 .../multiagent_bidding.ipynb | 0 .../agent_simulations/petting_zoo.ipynb | 0 .../two_agent_debate_tools.ipynb | 0 .../agent_simulations/two_player_dnd.ipynb | 0 .../extras/use_cases/more/agents/agents.ipynb | 718 ++++++++++++++++++ .../agents}/agents/camel_role_playing.ipynb | 0 .../custom_agent_with_plugin_retrieval.ipynb | 0 ...ith_plugin_retrieval_using_plugnplai.ipynb | 0 .../{ => more/agents}/agents/index.mdx | 0 .../agents/multi_modal_output_agent.ipynb | 298 ++++++++ .../agents/sales_agent_with_context.ipynb | 0 .../agents}/agents/wikibase_agent.ipynb | 0 .../agents}/autonomous_agents/autogpt.ipynb | 0 .../agents}/autonomous_agents/baby_agi.ipynb | 2 +- .../baby_agi_with_agent.ipynb | 0 .../autonomous_agents/hugginggpt.ipynb | 0 .../agents}/autonomous_agents/index.mdx | 0 .../autonomous_agents/marathon_times.ipynb | 0 .../autonomous_agents/meta_prompt.ipynb | 0 .../agents}/multi_modal/_category_.yml | 0 .../_image_agent_files}/output_10_1.png | Bin .../output_10_1.png | Bin .../output_15_1.png | Bin .../agents}/multi_modal/image_agent.ipynb | 2 +- .../multi_modal_output_agent.ipynb | 0 39 files changed, 1018 insertions(+), 1214 deletions(-) create mode 100644 docs/docs_skeleton/static/img/ReAct.png create mode 100644 docs/docs_skeleton/static/img/agents_use_case_1.png create mode 100644 docs/docs_skeleton/static/img/agents_use_case_trace_1.png create mode 100644 docs/docs_skeleton/static/img/agents_use_case_trace_2.png create mode 100644 docs/docs_skeleton/static/img/agents_vs_chains.png create mode 100644 docs/docs_skeleton/static/img/oai_function_agent.png delete mode 100644 docs/extras/use_cases/agents/baby_agi.ipynb delete mode 100644 docs/extras/use_cases/agents/baby_agi_with_agent.ipynb rename docs/extras/use_cases/{ => more/agents}/agent_simulations/camel_role_playing.ipynb (100%) rename docs/extras/use_cases/{ => more/agents}/agent_simulations/characters.ipynb (100%) rename docs/extras/use_cases/{ => more/agents}/agent_simulations/gymnasium.ipynb (100%) rename docs/extras/use_cases/{ => more/agents}/agent_simulations/index.mdx (100%) rename docs/extras/use_cases/{ => more/agents}/agent_simulations/multi_player_dnd.ipynb (100%) rename docs/extras/use_cases/{ => more/agents}/agent_simulations/multiagent_authoritarian.ipynb (100%) rename docs/extras/use_cases/{ => more/agents}/agent_simulations/multiagent_bidding.ipynb (100%) rename docs/extras/use_cases/{ => more/agents}/agent_simulations/petting_zoo.ipynb (100%) rename docs/extras/use_cases/{ => more/agents}/agent_simulations/two_agent_debate_tools.ipynb (100%) rename docs/extras/use_cases/{ => more/agents}/agent_simulations/two_player_dnd.ipynb (100%) create mode 100644 docs/extras/use_cases/more/agents/agents.ipynb rename docs/extras/use_cases/{ => more/agents}/agents/camel_role_playing.ipynb (100%) rename docs/extras/use_cases/{ => more/agents}/agents/custom_agent_with_plugin_retrieval.ipynb (100%) rename docs/extras/use_cases/{ => more/agents}/agents/custom_agent_with_plugin_retrieval_using_plugnplai.ipynb (100%) rename docs/extras/use_cases/{ => more/agents}/agents/index.mdx (100%) create mode 100644 docs/extras/use_cases/more/agents/agents/multi_modal_output_agent.ipynb rename docs/extras/use_cases/{ => more/agents}/agents/sales_agent_with_context.ipynb (100%) rename docs/extras/use_cases/{ => more/agents}/agents/wikibase_agent.ipynb (100%) rename docs/extras/use_cases/{ => more/agents}/autonomous_agents/autogpt.ipynb (100%) rename docs/extras/use_cases/{ => more/agents}/autonomous_agents/baby_agi.ipynb (99%) rename docs/extras/use_cases/{ => more/agents}/autonomous_agents/baby_agi_with_agent.ipynb (100%) rename docs/extras/use_cases/{ => more/agents}/autonomous_agents/hugginggpt.ipynb (100%) rename docs/extras/use_cases/{ => more/agents}/autonomous_agents/index.mdx (100%) rename docs/extras/use_cases/{ => more/agents}/autonomous_agents/marathon_times.ipynb (100%) rename docs/extras/use_cases/{ => more/agents}/autonomous_agents/meta_prompt.ipynb (100%) rename docs/extras/use_cases/{ => more/agents}/multi_modal/_category_.yml (100%) rename docs/extras/use_cases/{agents/_multi_modal_output_agent_files => more/agents/multi_modal/_image_agent_files}/output_10_1.png (100%) rename docs/extras/use_cases/{multi_modal/_image_agent_files => more/agents/multi_modal/_multi_modal_output_agent_files}/output_10_1.png (100%) rename docs/extras/use_cases/{agents => more/agents/multi_modal}/_multi_modal_output_agent_files/output_15_1.png (100%) rename docs/extras/use_cases/{ => more/agents}/multi_modal/image_agent.ipynb (99%) rename docs/extras/use_cases/{agents => more/agents/multi_modal}/multi_modal_output_agent.ipynb (100%) diff --git a/docs/docs_skeleton/static/img/ReAct.png b/docs/docs_skeleton/static/img/ReAct.png new file mode 100644 index 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znK1=wlR=PlI_by5y(r%ZQH;926AbwiHU+uQKo--2URp zldJ7}(Dpw$bQghMna1HOzYP98!u>Jsx8e52-Uqw>HSPb7{V!7d>%;#`G-+ZU8big{ V)30dS9svH`zpH(x^dFW_{|}K=C8_`b literal 0 HcmV?d00001 diff --git a/docs/extras/use_cases/agents/baby_agi.ipynb b/docs/extras/use_cases/agents/baby_agi.ipynb deleted file mode 100644 index 49e2fa35fc..0000000000 --- a/docs/extras/use_cases/agents/baby_agi.ipynb +++ /dev/null @@ -1,565 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "517a9fd4", - "metadata": {}, - "source": [ - "# BabyAGI User Guide\n", - "\n", - "This notebook demonstrates how to implement [BabyAGI](https://github.com/yoheinakajima/babyagi/tree/main) by [Yohei Nakajima](https://twitter.com/yoheinakajima). BabyAGI is an AI agent that can generate and pretend to execute tasks based on a given objective.\n", - "\n", - "This guide will help you understand the components to create your own recursive agents.\n", - "\n", - "Although BabyAGI uses specific vectorstores/model providers (Pinecone, OpenAI), one of the benefits of implementing it with LangChain is that you can easily swap those out for different options. In this implementation we use a FAISS vectorstore (because it runs locally and is free)." - ] - }, - { - "cell_type": "markdown", - "id": "556af556", - "metadata": {}, - "source": [ - "## Install and Import Required Modules" - ] - }, - { - "cell_type": "code", - "execution_count": 116, - "id": "c8a354b6", - "metadata": {}, - "outputs": [], - "source": [ - "import os\n", - "from collections import deque\n", - "from typing import Dict, List, Optional, Any\n", - "\n", - "from langchain import LLMChain, OpenAI, PromptTemplate\n", - "from langchain.embeddings import OpenAIEmbeddings\n", - "from langchain.llms import BaseLLM\n", - "from langchain.vectorstores.base import VectorStore\n", - "from pydantic import BaseModel, Field\n", - "from langchain.chains.base import Chain" - ] - }, - { - "cell_type": "markdown", - "id": "09f70772", - "metadata": {}, - "source": [ - "## Connect to the Vector Store\n", - "\n", - "Depending on what vectorstore you use, this step may look different." - ] - }, - { - "cell_type": "code", - "execution_count": 71, - "id": "794045d4", - "metadata": {}, - "outputs": [], - "source": [ - "from langchain.vectorstores import FAISS\n", - "from langchain.docstore import InMemoryDocstore" - ] - }, - { - "cell_type": "code", - "execution_count": 72, - "id": "6e0305eb", - "metadata": {}, - "outputs": [], - "source": [ - "# Define your embedding model\n", - "embeddings_model = OpenAIEmbeddings()\n", - "# Initialize the vectorstore as empty\n", - "import faiss\n", - "\n", - "embedding_size = 1536\n", - "index = faiss.IndexFlatL2(embedding_size)\n", - "vectorstore = FAISS(embeddings_model.embed_query, index, InMemoryDocstore({}), {})" - ] - }, - { - "cell_type": "markdown", - "id": "0f3b72bf", - "metadata": {}, - "source": [ - "## Define the Chains\n", - "\n", - "BabyAGI relies on three LLM chains:\n", - "- Task creation chain to select new tasks to add to the list\n", - "- Task prioritization chain to re-prioritize tasks\n", - "- Execution Chain to execute the tasks" - ] - }, - { - "cell_type": "code", - "execution_count": 73, - "id": "bf4bd5cd", - "metadata": {}, - "outputs": [], - "source": [ - "class TaskCreationChain(LLMChain):\n", - " \"\"\"Chain to generates tasks.\"\"\"\n", - "\n", - " @classmethod\n", - " def from_llm(cls, llm: BaseLLM, verbose: bool = True) -> LLMChain:\n", - " \"\"\"Get the response parser.\"\"\"\n", - " task_creation_template = (\n", - " \"You are a task creation AI that uses the result of an execution agent\"\n", - " \" to create new tasks with the following objective: {objective},\"\n", - " \" The last completed task has the result: {result}.\"\n", - " \" This result was based on this task description: {task_description}.\"\n", - " \" These are incomplete tasks: {incomplete_tasks}.\"\n", - " \" Based on the result, create new tasks to be completed\"\n", - " \" by the AI system that do not overlap with incomplete tasks.\"\n", - " \" Return the tasks as an array.\"\n", - " )\n", - " prompt = PromptTemplate(\n", - " template=task_creation_template,\n", - " input_variables=[\n", - " \"result\",\n", - " \"task_description\",\n", - " \"incomplete_tasks\",\n", - " \"objective\",\n", - " ],\n", - " )\n", - " return cls(prompt=prompt, llm=llm, verbose=verbose)" - ] - }, - { - "cell_type": "code", - "execution_count": 74, - "id": "b6488ffe", - "metadata": {}, - "outputs": [], - "source": [ - "class TaskPrioritizationChain(LLMChain):\n", - " \"\"\"Chain to prioritize tasks.\"\"\"\n", - "\n", - " @classmethod\n", - " def from_llm(cls, llm: BaseLLM, verbose: bool = True) -> LLMChain:\n", - " \"\"\"Get the response parser.\"\"\"\n", - " task_prioritization_template = (\n", - " \"You are a task prioritization AI tasked with cleaning the formatting of and reprioritizing\"\n", - " \" the following tasks: {task_names}.\"\n", - " \" Consider the ultimate objective of your team: {objective}.\"\n", - " \" Do not remove any tasks. Return the result as a numbered list, like:\"\n", - " \" #. First task\"\n", - " \" #. Second task\"\n", - " \" Start the task list with number {next_task_id}.\"\n", - " )\n", - " prompt = PromptTemplate(\n", - " template=task_prioritization_template,\n", - " input_variables=[\"task_names\", \"next_task_id\", \"objective\"],\n", - " )\n", - " return cls(prompt=prompt, llm=llm, verbose=verbose)" - ] - }, - { - "cell_type": "code", - "execution_count": 84, - "id": "b43cd580", - "metadata": {}, - "outputs": [], - "source": [ - "class ExecutionChain(LLMChain):\n", - " \"\"\"Chain to execute tasks.\"\"\"\n", - "\n", - " @classmethod\n", - " def from_llm(cls, llm: BaseLLM, verbose: bool = True) -> LLMChain:\n", - " \"\"\"Get the response parser.\"\"\"\n", - " execution_template = (\n", - " \"You are an AI who performs one task based on the following objective: {objective}.\"\n", - " \" Take into account these previously completed tasks: {context}.\"\n", - " \" Your task: {task}.\"\n", - " \" Response:\"\n", - " )\n", - " prompt = PromptTemplate(\n", - " template=execution_template,\n", - " input_variables=[\"objective\", \"context\", \"task\"],\n", - " )\n", - " return cls(prompt=prompt, llm=llm, verbose=verbose)" - ] - }, - { - "cell_type": "markdown", - "id": "3ad996c5", - "metadata": {}, - "source": [ - "### Define the BabyAGI Controller\n", - "\n", - "BabyAGI composes the chains defined above in a (potentially-)infinite loop." - ] - }, - { - "cell_type": "code", - "execution_count": 85, - "id": "0ada0636", - "metadata": {}, - "outputs": [], - "source": [ - "def get_next_task(\n", - " task_creation_chain: LLMChain,\n", - " result: Dict,\n", - " task_description: str,\n", - " task_list: List[str],\n", - " objective: str,\n", - ") -> List[Dict]:\n", - " \"\"\"Get the next task.\"\"\"\n", - " incomplete_tasks = \", \".join(task_list)\n", - " response = task_creation_chain.run(\n", - " result=result,\n", - " task_description=task_description,\n", - " incomplete_tasks=incomplete_tasks,\n", - " objective=objective,\n", - " )\n", - " new_tasks = response.split(\"\\n\")\n", - " return [{\"task_name\": task_name} for task_name in new_tasks if task_name.strip()]" - ] - }, - { - "cell_type": "code", - "execution_count": 86, - "id": "d35250ad", - "metadata": {}, - "outputs": [], - "source": [ - "def prioritize_tasks(\n", - " task_prioritization_chain: LLMChain,\n", - " this_task_id: int,\n", - " task_list: List[Dict],\n", - " objective: str,\n", - ") -> List[Dict]:\n", - " \"\"\"Prioritize tasks.\"\"\"\n", - " task_names = [t[\"task_name\"] for t in task_list]\n", - " next_task_id = int(this_task_id) + 1\n", - " response = task_prioritization_chain.run(\n", - " task_names=task_names, next_task_id=next_task_id, objective=objective\n", - " )\n", - " new_tasks = response.split(\"\\n\")\n", - " prioritized_task_list = []\n", - " for task_string in new_tasks:\n", - " if not task_string.strip():\n", - " continue\n", - " task_parts = task_string.strip().split(\".\", 1)\n", - " if len(task_parts) == 2:\n", - " task_id = task_parts[0].strip()\n", - " task_name = task_parts[1].strip()\n", - " prioritized_task_list.append({\"task_id\": task_id, \"task_name\": task_name})\n", - " return prioritized_task_list" - ] - }, - { - "cell_type": "code", - "execution_count": 87, - "id": "e3f1840c", - "metadata": {}, - "outputs": [], - "source": [ - "def _get_top_tasks(vectorstore, query: str, k: int) -> List[str]:\n", - " \"\"\"Get the top k tasks based on the query.\"\"\"\n", - " results = vectorstore.similarity_search_with_score(query, k=k)\n", - " if not results:\n", - " return []\n", - " sorted_results, _ = zip(*sorted(results, key=lambda x: x[1], reverse=True))\n", - " return [str(item.metadata[\"task\"]) for item in sorted_results]\n", - "\n", - "\n", - "def execute_task(\n", - " vectorstore, execution_chain: LLMChain, objective: str, task: str, k: int = 5\n", - ") -> str:\n", - " \"\"\"Execute a task.\"\"\"\n", - " context = _get_top_tasks(vectorstore, query=objective, k=k)\n", - " return execution_chain.run(objective=objective, context=context, task=task)" - ] - }, - { - "cell_type": "code", - "execution_count": 137, - "id": "1e978938", - "metadata": {}, - "outputs": [], - "source": [ - "class BabyAGI(Chain, BaseModel):\n", - " \"\"\"Controller model for the BabyAGI agent.\"\"\"\n", - "\n", - " task_list: deque = Field(default_factory=deque)\n", - " task_creation_chain: TaskCreationChain = Field(...)\n", - " task_prioritization_chain: TaskPrioritizationChain = Field(...)\n", - " execution_chain: ExecutionChain = Field(...)\n", - " task_id_counter: int = Field(1)\n", - " vectorstore: VectorStore = Field(init=False)\n", - " max_iterations: Optional[int] = None\n", - "\n", - " class Config:\n", - " \"\"\"Configuration for this pydantic object.\"\"\"\n", - "\n", - " arbitrary_types_allowed = True\n", - "\n", - " def add_task(self, task: Dict):\n", - " self.task_list.append(task)\n", - "\n", - " def print_task_list(self):\n", - " print(\"\\033[95m\\033[1m\" + \"\\n*****TASK LIST*****\\n\" + \"\\033[0m\\033[0m\")\n", - " for t in self.task_list:\n", - " print(str(t[\"task_id\"]) + \": \" + t[\"task_name\"])\n", - "\n", - " def print_next_task(self, task: Dict):\n", - " print(\"\\033[92m\\033[1m\" + \"\\n*****NEXT TASK*****\\n\" + \"\\033[0m\\033[0m\")\n", - " print(str(task[\"task_id\"]) + \": \" + task[\"task_name\"])\n", - "\n", - " def print_task_result(self, result: str):\n", - " print(\"\\033[93m\\033[1m\" + \"\\n*****TASK RESULT*****\\n\" + \"\\033[0m\\033[0m\")\n", - " print(result)\n", - "\n", - " @property\n", - " def input_keys(self) -> List[str]:\n", - " return [\"objective\"]\n", - "\n", - " @property\n", - " def output_keys(self) -> List[str]:\n", - " return []\n", - "\n", - " def _call(self, inputs: Dict[str, Any]) -> Dict[str, Any]:\n", - " \"\"\"Run the agent.\"\"\"\n", - " objective = inputs[\"objective\"]\n", - " first_task = inputs.get(\"first_task\", \"Make a todo list\")\n", - " self.add_task({\"task_id\": 1, \"task_name\": first_task})\n", - " num_iters = 0\n", - " while True:\n", - " if self.task_list:\n", - " self.print_task_list()\n", - "\n", - " # Step 1: Pull the first task\n", - " task = self.task_list.popleft()\n", - " self.print_next_task(task)\n", - "\n", - " # Step 2: Execute the task\n", - " result = execute_task(\n", - " self.vectorstore, self.execution_chain, objective, task[\"task_name\"]\n", - " )\n", - " this_task_id = int(task[\"task_id\"])\n", - " self.print_task_result(result)\n", - "\n", - " # Step 3: Store the result in Pinecone\n", - " result_id = f\"result_{task['task_id']}_{num_iters}\"\n", - " self.vectorstore.add_texts(\n", - " texts=[result],\n", - " metadatas=[{\"task\": task[\"task_name\"]}],\n", - " ids=[result_id],\n", - " )\n", - "\n", - " # Step 4: Create new tasks and reprioritize task list\n", - " new_tasks = get_next_task(\n", - " self.task_creation_chain,\n", - " result,\n", - " task[\"task_name\"],\n", - " [t[\"task_name\"] for t in self.task_list],\n", - " objective,\n", - " )\n", - " for new_task in new_tasks:\n", - " self.task_id_counter += 1\n", - " new_task.update({\"task_id\": self.task_id_counter})\n", - " self.add_task(new_task)\n", - " self.task_list = deque(\n", - " prioritize_tasks(\n", - " self.task_prioritization_chain,\n", - " this_task_id,\n", - " list(self.task_list),\n", - " objective,\n", - " )\n", - " )\n", - " num_iters += 1\n", - " if self.max_iterations is not None and num_iters == self.max_iterations:\n", - " print(\n", - " \"\\033[91m\\033[1m\" + \"\\n*****TASK ENDING*****\\n\" + \"\\033[0m\\033[0m\"\n", - " )\n", - " break\n", - " return {}\n", - "\n", - " @classmethod\n", - " def from_llm(\n", - " cls, llm: BaseLLM, vectorstore: VectorStore, verbose: bool = False, **kwargs\n", - " ) -> \"BabyAGI\":\n", - " \"\"\"Initialize the BabyAGI Controller.\"\"\"\n", - " task_creation_chain = TaskCreationChain.from_llm(llm, verbose=verbose)\n", - " task_prioritization_chain = TaskPrioritizationChain.from_llm(\n", - " llm, verbose=verbose\n", - " )\n", - " execution_chain = ExecutionChain.from_llm(llm, verbose=verbose)\n", - " return cls(\n", - " task_creation_chain=task_creation_chain,\n", - " task_prioritization_chain=task_prioritization_chain,\n", - " execution_chain=execution_chain,\n", - " vectorstore=vectorstore,\n", - " **kwargs,\n", - " )" - ] - }, - { - "cell_type": "markdown", - "id": "05ba762e", - "metadata": {}, - "source": [ - "### Run the BabyAGI\n", - "\n", - "Now it's time to create the BabyAGI controller and watch it try to accomplish your objective." - ] - }, - { - "cell_type": "code", - "execution_count": 138, - "id": "3d220b69", - "metadata": {}, - "outputs": [], - "source": [ - "OBJECTIVE = \"Write a weather report for SF today\"" - ] - }, - { - "cell_type": "code", - "execution_count": 139, - "id": "8a8e5543", - "metadata": {}, - "outputs": [], - "source": [ - "llm = OpenAI(temperature=0)" - ] - }, - { - "cell_type": "code", - "execution_count": 140, - "id": "3d69899b", - "metadata": {}, - "outputs": [], - "source": [ - "# Logging of LLMChains\n", - "verbose = False\n", - "# If None, will keep on going forever\n", - "max_iterations: Optional[int] = 3\n", - "baby_agi = BabyAGI.from_llm(\n", - " llm=llm, vectorstore=vectorstore, verbose=verbose, max_iterations=max_iterations\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": 141, - "id": "f7957b51", - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[95m\u001b[1m\n", - "*****TASK LIST*****\n", - "\u001b[0m\u001b[0m\n", - "1: Make a todo list\n", - "\u001b[92m\u001b[1m\n", - "*****NEXT TASK*****\n", - "\u001b[0m\u001b[0m\n", - "1: Make a todo list\n", - "\u001b[93m\u001b[1m\n", - "*****TASK RESULT*****\n", - "\u001b[0m\u001b[0m\n", - "\n", - "\n", - "1. Check the temperature range for the day.\n", - "2. Gather temperature data for SF today.\n", - "3. Analyze the temperature data and create a weather report.\n", - "4. Publish the weather report.\n", - "\u001b[95m\u001b[1m\n", - "*****TASK LIST*****\n", - "\u001b[0m\u001b[0m\n", - "2: Gather data on the expected temperature range for the day.\n", - "3: Collect data on the expected precipitation for the day.\n", - "4: Analyze the data and create a weather report.\n", - "5: Check the current weather conditions in SF.\n", - "6: Publish the weather report.\n", - "\u001b[92m\u001b[1m\n", - "*****NEXT TASK*****\n", - "\u001b[0m\u001b[0m\n", - "2: Gather data on the expected temperature range for the day.\n", - "\u001b[93m\u001b[1m\n", - "*****TASK RESULT*****\n", - "\u001b[0m\u001b[0m\n", - "\n", - "\n", - "I have gathered data on the expected temperature range for the day in San Francisco. The forecast is for temperatures to range from a low of 55 degrees Fahrenheit to a high of 68 degrees Fahrenheit.\n", - "\u001b[95m\u001b[1m\n", - "*****TASK LIST*****\n", - "\u001b[0m\u001b[0m\n", - "3: Check the current weather conditions in SF.\n", - "4: Calculate the average temperature for the day in San Francisco.\n", - "5: Determine the probability of precipitation for the day in San Francisco.\n", - "6: Identify any potential weather warnings or advisories for the day in San Francisco.\n", - "7: Research any historical weather patterns for the day in San Francisco.\n", - "8: Compare the expected temperature range to the historical average for the day in San Francisco.\n", - "9: Collect data on the expected precipitation for the day.\n", - "10: Analyze the data and create a weather report.\n", - "11: Publish the weather report.\n", - "\u001b[92m\u001b[1m\n", - "*****NEXT TASK*****\n", - "\u001b[0m\u001b[0m\n", - "3: Check the current weather conditions in SF.\n", - "\u001b[93m\u001b[1m\n", - "*****TASK RESULT*****\n", - "\u001b[0m\u001b[0m\n", - "\n", - "\n", - "I am checking the current weather conditions in SF. According to the data I have gathered, the temperature in SF today is currently around 65 degrees Fahrenheit with clear skies. The temperature range for the day is expected to be between 60 and 70 degrees Fahrenheit.\n", - "\u001b[91m\u001b[1m\n", - "*****TASK ENDING*****\n", - "\u001b[0m\u001b[0m\n" - ] - }, - { - "data": { - "text/plain": [ - "{'objective': 'Write a weather report for SF today'}" - ] - }, - "execution_count": 141, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "baby_agi({\"objective\": OBJECTIVE})" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "898a210b", - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "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": "3.9.1" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/docs/extras/use_cases/agents/baby_agi_with_agent.ipynb b/docs/extras/use_cases/agents/baby_agi_with_agent.ipynb deleted file mode 100644 index 7f492b510c..0000000000 --- a/docs/extras/use_cases/agents/baby_agi_with_agent.ipynb +++ /dev/null @@ -1,647 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "517a9fd4", - "metadata": {}, - "source": [ - "# BabyAGI with Tools\n", - "\n", - "This notebook builds on top of [baby agi](baby_agi.html), but shows how you can swap out the execution chain. The previous execution chain was just an LLM which made stuff up. By swapping it out with an agent that has access to tools, we can hopefully get real reliable information" - ] - }, - { - "cell_type": "markdown", - "id": "556af556", - "metadata": {}, - "source": [ - "## Install and Import Required Modules" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "id": "c8a354b6", - "metadata": {}, - "outputs": [], - "source": [ - "import os\n", - "from collections import deque\n", - "from typing import Dict, List, Optional, Any\n", - "\n", - "from langchain import LLMChain, OpenAI, PromptTemplate\n", - "from langchain.embeddings import OpenAIEmbeddings\n", - "from langchain.llms import BaseLLM\n", - "from langchain.vectorstores.base import VectorStore\n", - "from pydantic import BaseModel, Field\n", - "from langchain.chains.base import Chain" - ] - }, - { - "cell_type": "markdown", - "id": "09f70772", - "metadata": {}, - "source": [ - "## Connect to the Vector Store\n", - "\n", - "Depending on what vectorstore you use, this step may look different." - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "794045d4", - "metadata": {}, - "outputs": [], - "source": [ - "%pip install faiss-cpu > /dev/null\n", - "%pip install google-search-results > /dev/null\n", - "from langchain.vectorstores import FAISS\n", - "from langchain.docstore import InMemoryDocstore" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "6e0305eb", - "metadata": {}, - "outputs": [], - "source": [ - "# Define your embedding model\n", - "embeddings_model = OpenAIEmbeddings()\n", - "# Initialize the vectorstore as empty\n", - "import faiss\n", - "\n", - "embedding_size = 1536\n", - "index = faiss.IndexFlatL2(embedding_size)\n", - "vectorstore = FAISS(embeddings_model.embed_query, index, InMemoryDocstore({}), {})" - ] - }, - { - "cell_type": "markdown", - "id": "0f3b72bf", - "metadata": {}, - "source": [ - "## Define the Chains\n", - "\n", - "BabyAGI relies on three LLM chains:\n", - "- Task creation chain to select new tasks to add to the list\n", - "- Task prioritization chain to re-prioritize tasks\n", - "- Execution Chain to execute the tasks\n", - "\n", - "\n", - "NOTE: in this notebook, the Execution chain will now be an agent." - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "bf4bd5cd", - "metadata": {}, - "outputs": [], - "source": [ - "class TaskCreationChain(LLMChain):\n", - " \"\"\"Chain to generates tasks.\"\"\"\n", - "\n", - " @classmethod\n", - " def from_llm(cls, llm: BaseLLM, verbose: bool = True) -> LLMChain:\n", - " \"\"\"Get the response parser.\"\"\"\n", - " task_creation_template = (\n", - " \"You are an task creation AI that uses the result of an execution agent\"\n", - " \" to create new tasks with the following objective: {objective},\"\n", - " \" The last completed task has the result: {result}.\"\n", - " \" This result was based on this task description: {task_description}.\"\n", - " \" These are incomplete tasks: {incomplete_tasks}.\"\n", - " \" Based on the result, create new tasks to be completed\"\n", - " \" by the AI system that do not overlap with incomplete tasks.\"\n", - " \" Return the tasks as an array.\"\n", - " )\n", - " prompt = PromptTemplate(\n", - " template=task_creation_template,\n", - " input_variables=[\n", - " \"result\",\n", - " \"task_description\",\n", - " \"incomplete_tasks\",\n", - " \"objective\",\n", - " ],\n", - " )\n", - " return cls(prompt=prompt, llm=llm, verbose=verbose)" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "b6488ffe", - "metadata": {}, - "outputs": [], - "source": [ - "class TaskPrioritizationChain(LLMChain):\n", - " \"\"\"Chain to prioritize tasks.\"\"\"\n", - "\n", - " @classmethod\n", - " def from_llm(cls, llm: BaseLLM, verbose: bool = True) -> LLMChain:\n", - " \"\"\"Get the response parser.\"\"\"\n", - " task_prioritization_template = (\n", - " \"You are an task prioritization AI tasked with cleaning the formatting of and reprioritizing\"\n", - " \" the following tasks: {task_names}.\"\n", - " \" Consider the ultimate objective of your team: {objective}.\"\n", - " \" Do not remove any tasks. Return the result as a numbered list, like:\"\n", - " \" #. First task\"\n", - " \" #. Second task\"\n", - " \" Start the task list with number {next_task_id}.\"\n", - " )\n", - " prompt = PromptTemplate(\n", - " template=task_prioritization_template,\n", - " input_variables=[\"task_names\", \"next_task_id\", \"objective\"],\n", - " )\n", - " return cls(prompt=prompt, llm=llm, verbose=verbose)" - ] - }, - { - "cell_type": "code", - "execution_count": 46, - "id": "b43cd580", - "metadata": {}, - "outputs": [], - "source": [ - "from langchain.agents import ZeroShotAgent, Tool, AgentExecutor\n", - "from langchain import OpenAI, SerpAPIWrapper, LLMChain\n", - "\n", - "todo_prompt = PromptTemplate.from_template(\n", - " \"You are a planner who is an expert at coming up with a todo list for a given objective. Come up with a todo list for this objective: {objective}\"\n", - ")\n", - "todo_chain = LLMChain(llm=OpenAI(temperature=0), prompt=todo_prompt)\n", - "search = SerpAPIWrapper()\n", - "tools = [\n", - " Tool(\n", - " name=\"Search\",\n", - " func=search.run,\n", - " description=\"useful for when you need to answer questions about current events\",\n", - " ),\n", - " Tool(\n", - " name=\"TODO\",\n", - " func=todo_chain.run,\n", - " description=\"useful for when you need to come up with todo lists. Input: an objective to create a todo list for. Output: a todo list for that objective. Please be very clear what the objective is!\",\n", - " ),\n", - "]\n", - "\n", - "\n", - "prefix = \"\"\"You are an AI who performs one task based on the following objective: {objective}. Take into account these previously completed tasks: {context}.\"\"\"\n", - "suffix = \"\"\"Question: {task}\n", - "{agent_scratchpad}\"\"\"\n", - "prompt = ZeroShotAgent.create_prompt(\n", - " tools,\n", - " prefix=prefix,\n", - " suffix=suffix,\n", - " input_variables=[\"objective\", \"task\", \"context\", \"agent_scratchpad\"],\n", - ")" - ] - }, - { - "cell_type": "markdown", - "id": "3ad996c5", - "metadata": {}, - "source": [ - "### Define the BabyAGI Controller\n", - "\n", - "BabyAGI composes the chains defined above in a (potentially-)infinite loop." - ] - }, - { - "cell_type": "code", - "execution_count": 47, - "id": "0ada0636", - "metadata": {}, - "outputs": [], - "source": [ - "def get_next_task(\n", - " task_creation_chain: LLMChain,\n", - " result: Dict,\n", - " task_description: str,\n", - " task_list: List[str],\n", - " objective: str,\n", - ") -> List[Dict]:\n", - " \"\"\"Get the next task.\"\"\"\n", - " incomplete_tasks = \", \".join(task_list)\n", - " response = task_creation_chain.run(\n", - " result=result,\n", - " task_description=task_description,\n", - " incomplete_tasks=incomplete_tasks,\n", - " objective=objective,\n", - " )\n", - " new_tasks = response.split(\"\\n\")\n", - " return [{\"task_name\": task_name} for task_name in new_tasks if task_name.strip()]" - ] - }, - { - "cell_type": "code", - "execution_count": 48, - "id": "d35250ad", - "metadata": {}, - "outputs": [], - "source": [ - "def prioritize_tasks(\n", - " task_prioritization_chain: LLMChain,\n", - " this_task_id: int,\n", - " task_list: List[Dict],\n", - " objective: str,\n", - ") -> List[Dict]:\n", - " \"\"\"Prioritize tasks.\"\"\"\n", - " task_names = [t[\"task_name\"] for t in task_list]\n", - " next_task_id = int(this_task_id) + 1\n", - " response = task_prioritization_chain.run(\n", - " task_names=task_names, next_task_id=next_task_id, objective=objective\n", - " )\n", - " new_tasks = response.split(\"\\n\")\n", - " prioritized_task_list = []\n", - " for task_string in new_tasks:\n", - " if not task_string.strip():\n", - " continue\n", - " task_parts = task_string.strip().split(\".\", 1)\n", - " if len(task_parts) == 2:\n", - " task_id = task_parts[0].strip()\n", - " task_name = task_parts[1].strip()\n", - " prioritized_task_list.append({\"task_id\": task_id, \"task_name\": task_name})\n", - " return prioritized_task_list" - ] - }, - { - "cell_type": "code", - "execution_count": 49, - "id": "e3f1840c", - "metadata": {}, - "outputs": [], - "source": [ - "def _get_top_tasks(vectorstore, query: str, k: int) -> List[str]:\n", - " \"\"\"Get the top k tasks based on the query.\"\"\"\n", - " results = vectorstore.similarity_search_with_score(query, k=k)\n", - " if not results:\n", - " return []\n", - " sorted_results, _ = zip(*sorted(results, key=lambda x: x[1], reverse=True))\n", - " return [str(item.metadata[\"task\"]) for item in sorted_results]\n", - "\n", - "\n", - "def execute_task(\n", - " vectorstore, execution_chain: LLMChain, objective: str, task: str, k: int = 5\n", - ") -> str:\n", - " \"\"\"Execute a task.\"\"\"\n", - " context = _get_top_tasks(vectorstore, query=objective, k=k)\n", - " return execution_chain.run(objective=objective, context=context, task=task)" - ] - }, - { - "cell_type": "code", - "execution_count": 50, - "id": "1e978938", - "metadata": {}, - "outputs": [], - "source": [ - "class BabyAGI(Chain, BaseModel):\n", - " \"\"\"Controller model for the BabyAGI agent.\"\"\"\n", - "\n", - " task_list: deque = Field(default_factory=deque)\n", - " task_creation_chain: TaskCreationChain = Field(...)\n", - " task_prioritization_chain: TaskPrioritizationChain = Field(...)\n", - " execution_chain: AgentExecutor = Field(...)\n", - " task_id_counter: int = Field(1)\n", - " vectorstore: VectorStore = Field(init=False)\n", - " max_iterations: Optional[int] = None\n", - "\n", - " class Config:\n", - " \"\"\"Configuration for this pydantic object.\"\"\"\n", - "\n", - " arbitrary_types_allowed = True\n", - "\n", - " def add_task(self, task: Dict):\n", - " self.task_list.append(task)\n", - "\n", - " def print_task_list(self):\n", - " print(\"\\033[95m\\033[1m\" + \"\\n*****TASK LIST*****\\n\" + \"\\033[0m\\033[0m\")\n", - " for t in self.task_list:\n", - " print(str(t[\"task_id\"]) + \": \" + t[\"task_name\"])\n", - "\n", - " def print_next_task(self, task: Dict):\n", - " print(\"\\033[92m\\033[1m\" + \"\\n*****NEXT TASK*****\\n\" + \"\\033[0m\\033[0m\")\n", - " print(str(task[\"task_id\"]) + \": \" + task[\"task_name\"])\n", - "\n", - " def print_task_result(self, result: str):\n", - " print(\"\\033[93m\\033[1m\" + \"\\n*****TASK RESULT*****\\n\" + \"\\033[0m\\033[0m\")\n", - " print(result)\n", - "\n", - " @property\n", - " def input_keys(self) -> List[str]:\n", - " return [\"objective\"]\n", - "\n", - " @property\n", - " def output_keys(self) -> List[str]:\n", - " return []\n", - "\n", - " def _call(self, inputs: Dict[str, Any]) -> Dict[str, Any]:\n", - " \"\"\"Run the agent.\"\"\"\n", - " objective = inputs[\"objective\"]\n", - " first_task = inputs.get(\"first_task\", \"Make a todo list\")\n", - " self.add_task({\"task_id\": 1, \"task_name\": first_task})\n", - " num_iters = 0\n", - " while True:\n", - " if self.task_list:\n", - " self.print_task_list()\n", - "\n", - " # Step 1: Pull the first task\n", - " task = self.task_list.popleft()\n", - " self.print_next_task(task)\n", - "\n", - " # Step 2: Execute the task\n", - " result = execute_task(\n", - " self.vectorstore, self.execution_chain, objective, task[\"task_name\"]\n", - " )\n", - " this_task_id = int(task[\"task_id\"])\n", - " self.print_task_result(result)\n", - "\n", - " # Step 3: Store the result in Pinecone\n", - " result_id = f\"result_{task['task_id']}_{num_iters}\"\n", - " self.vectorstore.add_texts(\n", - " texts=[result],\n", - " metadatas=[{\"task\": task[\"task_name\"]}],\n", - " ids=[result_id],\n", - " )\n", - "\n", - " # Step 4: Create new tasks and reprioritize task list\n", - " new_tasks = get_next_task(\n", - " self.task_creation_chain,\n", - " result,\n", - " task[\"task_name\"],\n", - " [t[\"task_name\"] for t in self.task_list],\n", - " objective,\n", - " )\n", - " for new_task in new_tasks:\n", - " self.task_id_counter += 1\n", - " new_task.update({\"task_id\": self.task_id_counter})\n", - " self.add_task(new_task)\n", - " self.task_list = deque(\n", - " prioritize_tasks(\n", - " self.task_prioritization_chain,\n", - " this_task_id,\n", - " list(self.task_list),\n", - " objective,\n", - " )\n", - " )\n", - " num_iters += 1\n", - " if self.max_iterations is not None and num_iters == self.max_iterations:\n", - " print(\n", - " \"\\033[91m\\033[1m\" + \"\\n*****TASK ENDING*****\\n\" + \"\\033[0m\\033[0m\"\n", - " )\n", - " break\n", - " return {}\n", - "\n", - " @classmethod\n", - " def from_llm(\n", - " cls, llm: BaseLLM, vectorstore: VectorStore, verbose: bool = False, **kwargs\n", - " ) -> \"BabyAGI\":\n", - " \"\"\"Initialize the BabyAGI Controller.\"\"\"\n", - " task_creation_chain = TaskCreationChain.from_llm(llm, verbose=verbose)\n", - " task_prioritization_chain = TaskPrioritizationChain.from_llm(\n", - " llm, verbose=verbose\n", - " )\n", - " llm_chain = LLMChain(llm=llm, prompt=prompt)\n", - " tool_names = [tool.name for tool in tools]\n", - " agent = ZeroShotAgent(llm_chain=llm_chain, allowed_tools=tool_names)\n", - " agent_executor = AgentExecutor.from_agent_and_tools(\n", - " agent=agent, tools=tools, verbose=True\n", - " )\n", - " return cls(\n", - " task_creation_chain=task_creation_chain,\n", - " task_prioritization_chain=task_prioritization_chain,\n", - " execution_chain=agent_executor,\n", - " vectorstore=vectorstore,\n", - " **kwargs,\n", - " )" - ] - }, - { - "cell_type": "markdown", - "id": "05ba762e", - "metadata": {}, - "source": [ - "### Run the BabyAGI\n", - "\n", - "Now it's time to create the BabyAGI controller and watch it try to accomplish your objective." - ] - }, - { - "cell_type": "code", - "execution_count": 51, - "id": "3d220b69", - "metadata": {}, - "outputs": [], - "source": [ - "OBJECTIVE = \"Write a weather report for SF today\"" - ] - }, - { - "cell_type": "code", - "execution_count": 52, - "id": "8a8e5543", - "metadata": {}, - "outputs": [], - "source": [ - "llm = OpenAI(temperature=0)" - ] - }, - { - "cell_type": "code", - "execution_count": 53, - "id": "3d69899b", - "metadata": {}, - "outputs": [], - "source": [ - "# Logging of LLMChains\n", - "verbose = False\n", - "# If None, will keep on going forever\n", - "max_iterations: Optional[int] = 3\n", - "baby_agi = BabyAGI.from_llm(\n", - " llm=llm, vectorstore=vectorstore, verbose=verbose, max_iterations=max_iterations\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": 54, - "id": "f7957b51", - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[95m\u001b[1m\n", - "*****TASK LIST*****\n", - "\u001b[0m\u001b[0m\n", - "1: Make a todo list\n", - "\u001b[92m\u001b[1m\n", - "*****NEXT TASK*****\n", - "\u001b[0m\u001b[0m\n", - "1: Make a todo list\n", - "\n", - "\n", - "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n", - "\u001b[32;1m\u001b[1;3mThought: I need to gather data on the current weather conditions in SF\n", - "Action: Search\n", - "Action Input: Current weather conditions in SF\u001b[0m\n", - "Observation: \u001b[36;1m\u001b[1;3mHigh 67F. Winds WNW at 10 to 15 mph. Clear to partly cloudy.\u001b[0m\n", - "Thought:\u001b[32;1m\u001b[1;3m I need to make a todo list\n", - "Action: TODO\n", - "Action Input: Write a weather report for SF today\u001b[0m\n", - "Observation: \u001b[33;1m\u001b[1;3m\n", - "\n", - "1. Research current weather conditions in San Francisco\n", - "2. Gather data on temperature, humidity, wind speed, and other relevant weather conditions\n", - "3. Analyze data to determine current weather trends\n", - "4. Write a brief introduction to the weather report\n", - "5. Describe current weather conditions in San Francisco\n", - "6. Discuss any upcoming weather changes\n", - "7. Summarize the weather report\n", - "8. Proofread and edit the report\n", - "9. Submit the report\u001b[0m\n", - "Thought:\u001b[32;1m\u001b[1;3m I now know the final answer\n", - "Final Answer: A weather report for SF today should include research on current weather conditions in San Francisco, gathering data on temperature, humidity, wind speed, and other relevant weather conditions, analyzing data to determine current weather trends, writing a brief introduction to the weather report, describing current weather conditions in San Francisco, discussing any upcoming weather changes, summarizing the weather report, proofreading and editing the report, and submitting the report.\u001b[0m\n", - "\n", - "\u001b[1m> Finished chain.\u001b[0m\n", - "\u001b[93m\u001b[1m\n", - "*****TASK RESULT*****\n", - "\u001b[0m\u001b[0m\n", - "A weather report for SF today should include research on current weather conditions in San Francisco, gathering data on temperature, humidity, wind speed, and other relevant weather conditions, analyzing data to determine current weather trends, writing a brief introduction to the weather report, describing current weather conditions in San Francisco, discussing any upcoming weather changes, summarizing the weather report, proofreading and editing the report, and submitting the report.\n", - "\u001b[95m\u001b[1m\n", - "*****TASK LIST*****\n", - "\u001b[0m\u001b[0m\n", - "2: Gather data on temperature, humidity, wind speed, and other relevant weather conditions\n", - "3: Analyze data to determine current weather trends\n", - "4: Write a brief introduction to the weather report\n", - "5: Describe current weather conditions in San Francisco\n", - "6: Discuss any upcoming weather changes\n", - "7: Summarize the weather report\n", - "8: Proofread and edit the report\n", - "9: Submit the report\n", - "1: Research current weather conditions in San Francisco\n", - "\u001b[92m\u001b[1m\n", - "*****NEXT TASK*****\n", - "\u001b[0m\u001b[0m\n", - "2: Gather data on temperature, humidity, wind speed, and other relevant weather conditions\n", - "\n", - "\n", - "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n", - "\u001b[32;1m\u001b[1;3mThought: I need to search for the current weather conditions in SF\n", - "Action: Search\n", - "Action Input: Current weather conditions in SF\u001b[0m\n", - "Observation: \u001b[36;1m\u001b[1;3mHigh 67F. Winds WNW at 10 to 15 mph. Clear to partly cloudy.\u001b[0m\n", - "Thought:\u001b[32;1m\u001b[1;3m I need to make a todo list\n", - "Action: TODO\n", - "Action Input: Create a weather report for SF today\u001b[0m\n", - "Observation: \u001b[33;1m\u001b[1;3m\n", - "\n", - "1. Gather current weather data for SF, including temperature, wind speed, humidity, and precipitation.\n", - "2. Research historical weather data for SF to compare current conditions.\n", - "3. Analyze current and historical data to determine any trends or patterns.\n", - "4. Create a visual representation of the data, such as a graph or chart.\n", - "5. Write a summary of the weather report, including key findings and any relevant information.\n", - "6. Publish the weather report on a website or other platform.\u001b[0m\n", - "Thought:\u001b[32;1m\u001b[1;3m I now know the final answer\n", - "Final Answer: Today in San Francisco, the temperature is 67F with winds WNW at 10 to 15 mph. The sky is clear to partly cloudy.\u001b[0m\n", - "\n", - "\u001b[1m> Finished chain.\u001b[0m\n", - "\u001b[93m\u001b[1m\n", - "*****TASK RESULT*****\n", - "\u001b[0m\u001b[0m\n", - "Today in San Francisco, the temperature is 67F with winds WNW at 10 to 15 mph. The sky is clear to partly cloudy.\n", - "\u001b[95m\u001b[1m\n", - "*****TASK LIST*****\n", - "\u001b[0m\u001b[0m\n", - "3: Research current weather conditions in San Francisco\n", - "4: Compare the current weather conditions in San Francisco to the average for this time of year.\n", - "5: Identify any potential weather-related hazards in the area.\n", - "6: Research any historical weather patterns in San Francisco.\n", - "7: Analyze data to determine current weather trends\n", - "8: Include any relevant data from nearby cities in the report.\n", - "9: Include any relevant data from the National Weather Service in the report.\n", - "10: Include any relevant data from local news sources in the report.\n", - "11: Include any relevant data from online weather sources in the report.\n", - "12: Include any relevant data from local meteorologists in the report.\n", - "13: Include any relevant data from local weather stations in the report.\n", - "14: Include any relevant data from satellite images in the report.\n", - "15: Describe current weather conditions in San Francisco\n", - "16: Discuss any upcoming weather changes\n", - "17: Write a brief introduction to the weather report\n", - "18: Summarize the weather report\n", - "19: Proofread and edit the report\n", - "20: Submit the report\n", - "\u001b[92m\u001b[1m\n", - "*****NEXT TASK*****\n", - "\u001b[0m\u001b[0m\n", - "3: Research current weather conditions in San Francisco\n", - "\n", - "\n", - "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n", - "\u001b[32;1m\u001b[1;3mThought: I need to search for current weather conditions in San Francisco\n", - "Action: Search\n", - "Action Input: Current weather conditions in San Francisco\u001b[0m\n", - "Observation: \u001b[36;1m\u001b[1;3mTodaySun 04/09 High 67 · 1% Precip. ; TonightSun 04/09 Low 49 · 9% Precip. ; TomorrowMon 04/10 High 64 · 11% Precip.\u001b[0m\n", - "Thought:\u001b[32;1m\u001b[1;3m I now know the final answer\n", - "Final Answer: Today in San Francisco, the high temperature is 67 degrees with 1% chance of precipitation. The low temperature tonight is 49 degrees with 9% chance of precipitation. Tomorrow's high temperature is 64 degrees with 11% chance of precipitation.\u001b[0m\n", - "\n", - "\u001b[1m> Finished chain.\u001b[0m\n", - "\u001b[93m\u001b[1m\n", - "*****TASK RESULT*****\n", - "\u001b[0m\u001b[0m\n", - "Today in San Francisco, the high temperature is 67 degrees with 1% chance of precipitation. The low temperature tonight is 49 degrees with 9% chance of precipitation. Tomorrow's high temperature is 64 degrees with 11% chance of precipitation.\n", - "\u001b[91m\u001b[1m\n", - "*****TASK ENDING*****\n", - "\u001b[0m\u001b[0m\n" - ] - }, - { - "data": { - "text/plain": [ - "{'objective': 'Write a weather report for SF today'}" - ] - }, - "execution_count": 54, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "baby_agi({\"objective\": OBJECTIVE})" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "898a210b", - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "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": "3.9.1" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git 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docs/extras/use_cases/more/agents/agent_simulations/two_agent_debate_tools.ipynb diff --git a/docs/extras/use_cases/agent_simulations/two_player_dnd.ipynb b/docs/extras/use_cases/more/agents/agent_simulations/two_player_dnd.ipynb similarity index 100% rename from docs/extras/use_cases/agent_simulations/two_player_dnd.ipynb rename to docs/extras/use_cases/more/agents/agent_simulations/two_player_dnd.ipynb diff --git a/docs/extras/use_cases/more/agents/agents.ipynb b/docs/extras/use_cases/more/agents/agents.ipynb new file mode 100644 index 0000000000..e3b187d0ef --- /dev/null +++ b/docs/extras/use_cases/more/agents/agents.ipynb @@ -0,0 +1,718 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "842dd272", + "metadata": {}, + "source": [ + "# Agents\n", + "\n", + "[![Open In Collab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/langchain-ai/langchain/blob/master/docs/extras/use_cases/more/agents/agents.ipynb)\n", + "\n", + "## Use case \n", + "\n", + "LLM-based agents are powerful general problem solvers.\n", + "\n", + "The [primary LLM agent components](https://lilianweng.github.io/posts/2023-06-23-agent/) include at least 3 things:\n", + "\n", + "* `Planning`: The ability to break down tasks into smaller sub-goals\n", + "* `Memory`: The ability to retain and recall information\n", + "* `Tools`: The ability to get information from external sources (e.g., APIs)\n", + "\n", + "Unlike LLMs simply connected to [APIs](/docs/use_cases/apis/apis), agents [can](https://www.youtube.com/watch?v=DWUdGhRrv2c):\n", + "\n", + "* Self-correct\n", + "* Handle multi-hop tasks (several intermediate \"hops\" or steps to arrive at a conclusion)\n", + "* Tackle long time horizon tasks (that require access to long-term memory)\n", + "\n", + "![Image description](/img/agents_use_case_1.png)\n", + "\n", + "## Overview \n", + "\n", + "LangChain has [many agent types](/docs/modules/agents/agent_types/).\n", + "\n", + "Nearly all agents will use the following components:\n", + " \n", + "**Planning**\n", + " \n", + "* `Prompt`: Can given the LLM [personality](https://arxiv.org/pdf/2304.03442.pdf), context (e.g, via retrieval from memory), or strategies for learninng (e.g., [chain-of-thought](https://lilianweng.github.io/posts/2023-03-15-prompt-engineering/#chain-of-thought-cot)).\n", + "* `Agent` Responsible for deciding what step to take next using an LLM with the `Prompt`\n", + "\n", + "**Memory**\n", + "\n", + "* This can be short or long-term, allowing the agent to persist information.\n", + "\n", + "**Tools**\n", + "\n", + "* Tools are functions that an agent can call.\n", + "\n", + "But, there are some taxonomic differences:\n", + "\n", + "* `Action agents`: Designed to decide the sequence of actions (tool use) (e.g., OpenAI functions agents, ReAct agents).\n", + "* `Simulation agents`: Designed for role-play often in simulated enviorment (e.g., Generative Agents, CAMEL).\n", + "* `Autonomous agents`: Designed for indepdent execution towards long term goals (e.g., BabyAGI, Auto-GPT).\n", + "\n", + "This will focus on `Action agents`.\n", + "\n", + "\n", + "## Quickstart " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3a704c7a", + "metadata": {}, + "outputs": [], + "source": [ + "! pip install langchain openai google-search-results\n", + "\n", + "# Set env var OPENAI_API_KEY and SERPAPI_API_KEY or load from a .env file\n", + "# import dotenv\n", + "\n", + "# dotenv.load_env()" + ] + }, + { + "cell_type": "markdown", + "id": "639d41ad", + "metadata": {}, + "source": [ + "`Tools`\n", + "\n", + "LangChain has [many tools](https://github.com/langchain-ai/langchain/blob/master/libs/langchain/langchain/agents/load_tools.py) for Agents that we can load easily.\n", + "\n", + "Let's load search and a calcultor." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c60001c9", + "metadata": {}, + "outputs": [], + "source": [ + "# Tool\n", + "from langchain.agents import load_tools\n", + "from langchain.chat_models import ChatOpenAI\n", + "llm = ChatOpenAI(temperature=0)\n", + "tools = load_tools([\"serpapi\", \"llm-math\"], llm=llm)" + ] + }, + { + "cell_type": "markdown", + "id": "431ba30b", + "metadata": {}, + "source": [ + "`Agent`\n", + "\n", + "The [`OPENAI_FUNCTIONS` agent](/docs/modules/agents/agent_types/openai_functions_agent) is a good action agent to start with.\n", + "\n", + "OpenAI models have been fine-tuned to recognize when function should be called." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "d636395f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'As of 2023, the estimated population of Canada is approximately 39,858,480 people.'" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Prompt\n", + "from langchain.agents import AgentExecutor\n", + "from langchain.schema import SystemMessage\n", + "from langchain.agents import OpenAIFunctionsAgent\n", + "system_message = SystemMessage(content=\"You are a search assistant.\")\n", + "prompt = OpenAIFunctionsAgent.create_prompt(system_message=system_message)\n", + "\n", + "# Agent\n", + "search_agent = OpenAIFunctionsAgent(llm=llm, tools=tools, prompt=prompt)\n", + "agent_executor = AgentExecutor(agent=search_agent, tools=tools, verbose=False)\n", + "\n", + "# Run\n", + "agent_executor.run(\"How many people live in canada as of 2023?\")" + ] + }, + { + "cell_type": "markdown", + "id": "27842380", + "metadata": {}, + "source": [ + "Great, we have created a simple search agent with a tool!\n", + "\n", + "Note that we use an agent executor, which is the runtime for an agent. \n", + "\n", + "This is what calls the agent and executes the actions it chooses. \n", + "\n", + "Pseudocode for this runtime is below:\n", + "```\n", + "next_action = agent.get_action(...)\n", + "while next_action != AgentFinish:\n", + " observation = run(next_action)\n", + " next_action = agent.get_action(..., next_action, observation)\n", + "return next_action\n", + "```\n", + "\n", + "While this may seem simple, there are several complexities this runtime handles for you, including:\n", + "\n", + "* Handling cases where the agent selects a non-existent tool\n", + "* Handling cases where the tool errors\n", + "* Handling cases where the agent produces output that cannot be parsed into a tool invocation\n", + "* Logging and observability at all levels (agent decisions, tool calls) either to stdout or LangSmith.\n" + ] + }, + { + "cell_type": "markdown", + "id": "0b93c7d0", + "metadata": {}, + "source": [ + "## Memory \n", + "\n", + "### Short-term memory\n", + "\n", + "Of course, `memory` is needed to enable conversation / persistence of information.\n", + "\n", + "LangChain has many options for [short-term memory](/docs/modules/memory/types/), which are frequently used in [chat](/docs/modules/memory/adding_memory.html). \n", + "\n", + "They can be [employed with agents](/docs/modules/memory/agent_with_memory) too.\n", + "\n", + "`ConversationBufferMemory` is a popular choice for short-term memory.\n", + "\n", + "We set `MEMORY_KEY`, which can be referenced by the prompt later.\n", + "\n", + "Now, let's add memory to our agent." + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "1d291015", + "metadata": {}, + "outputs": [], + "source": [ + "# Memory \n", + "from langchain.memory import ConversationBufferMemory\n", + "MEMORY_KEY = \"chat_history\"\n", + "memory = ConversationBufferMemory(memory_key=MEMORY_KEY, return_messages=True)\n", + "\n", + "# Prompt w/ placeholder for memory\n", + "from langchain.schema import SystemMessage\n", + "from langchain.agents import OpenAIFunctionsAgent\n", + "from langchain.prompts import MessagesPlaceholder\n", + "system_message = SystemMessage(content=\"You are a search assistant tasked with using Serpapi to answer questions.\")\n", + "prompt = OpenAIFunctionsAgent.create_prompt(\n", + " system_message=system_message,\n", + " extra_prompt_messages=[MessagesPlaceholder(variable_name=MEMORY_KEY)]\n", + ")\n", + "\n", + "# Agent\n", + "search_agent_memory = OpenAIFunctionsAgent(llm=llm, tools=tools, prompt=prompt, memory=memory)\n", + "agent_executor_memory = AgentExecutor(agent=search_agent_memory, tools=tools, memory=memory, verbose=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "b4b2249a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'As of August 2023, the estimated population of Canada is approximately 38,781,291 people.'" + ] + }, + "execution_count": 24, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "agent_executor_memory.run(\"How many people live in Canada as of August, 2023?\")" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "4d31b0cf", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'As of August 2023, the largest province in Canada is Ontario, with a population of over 15 million people.'" + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "agent_executor_memory.run(\"What is the population of its largest provence as of August, 2023?\")" + ] + }, + { + "cell_type": "markdown", + "id": "3606c32a", + "metadata": {}, + "source": [ + "Looking at the [trace](https://smith.langchain.com/public/4425a131-ec90-4aaa-acd8-5b880c7452a3/r), we can what is happening:\n", + "\n", + "* The chat history is passed to the LLMs\n", + "* This gives context to `its` in `What is the population of its largest provence as of August, 2023?`\n", + "* The LLM generates a function call to the search tool\n", + "\n", + "```\n", + "function_call:\n", + " name: Search\n", + " arguments: |-\n", + " {\n", + " \"query\": \"population of largest province in Canada as of August 2023\"\n", + " }\n", + "```\n", + "\n", + "* The search is executed\n", + "* The results frum search are passed back to the LLM for synthesis into an answer\n", + "\n", + "![Image description](/img/oai_function_agent.png)" + ] + }, + { + "cell_type": "markdown", + "id": "384e37f8", + "metadata": {}, + "source": [ + "### Long-term memory \n", + "\n", + "Vectorstores are great options for long-term memory." + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "1489746c", + "metadata": {}, + "outputs": [], + "source": [ + "import faiss\n", + "from langchain.vectorstores import FAISS\n", + "from langchain.docstore import InMemoryDocstore\n", + "from langchain.embeddings import OpenAIEmbeddings\n", + "embedding_size = 1536\n", + "embeddings_model = OpenAIEmbeddings()\n", + "index = faiss.IndexFlatL2(embedding_size)\n", + "vectorstore = FAISS(embeddings_model.embed_query, index, InMemoryDocstore({}), {})" + ] + }, + { + "cell_type": "markdown", + "id": "9668ef5d", + "metadata": {}, + "source": [ + "### Going deeper \n", + "\n", + "* Explore projects using long-term memory, such as [autonomous agents](/docs/use_cases/autonomous_agents/autonomous_agents)." + ] + }, + { + "cell_type": "markdown", + "id": "43fe2bb3", + "metadata": {}, + "source": [ + "## Tools \n", + "\n", + "As mentioned above, LangChain has [many tools](https://github.com/langchain-ai/langchain/blob/master/libs/langchain/langchain/agents/load_tools.py) for Agents that we can load easily.\n", + "\n", + "We can also define [custom tools](/docs/modules/agents/tools/custom_tools). For example, here is a search tool.\n", + "\n", + "* The `Tool` dataclass wraps functions that accept a single string input and returns a string output.\n", + "* `return_direct` determines whether to return the tool's output directly. \n", + "* Setting this to `True` means that after the tool is called, the `AgentExecutor` will stop looping." + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "7357e496", + "metadata": {}, + "outputs": [], + "source": [ + "from langchain.agents import Tool, tool\n", + "from langchain.utilities import GoogleSearchAPIWrapper\n", + "search = GoogleSearchAPIWrapper()\n", + "search_tool = [\n", + " Tool(\n", + " name=\"Search\",\n", + " func=search.run,\n", + " description=\"useful for when you need to answer questions about current events\",\n", + " return_direct=True,\n", + " )\n", + "]" + ] + }, + { + "cell_type": "markdown", + "id": "c6ef5bfa", + "metadata": {}, + "source": [ + "To make it easier to define custom tools, a `@tool` decorator is provided. \n", + "\n", + "This decorator can be used to quickly create a Tool from a simple function." + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "b6308c69", + "metadata": {}, + "outputs": [], + "source": [ + "# Tool\n", + "@tool\n", + "def get_word_length(word: str) -> int:\n", + " \"\"\"Returns the length of a word.\"\"\"\n", + " return len(word)\n", + "word_length_tool = [get_word_length]" + ] + }, + { + "cell_type": "markdown", + "id": "83c104d7", + "metadata": {}, + "source": [ + "### Going deeper\n", + "\n", + "**Toolkits**\n", + "\n", + "* Toolkits are groups of tools needed to accomplish specific objectives.\n", + "* [Here](/docs/integrations/toolkits/) are > 15 different agent toolkits (e.g., Gmail, Pandas, etc). \n", + "\n", + "Here is a simple way to think about agents vs the various chains covered in other docs:\n", + "\n", + "![Image description](/img/agents_vs_chains.png)" + ] + }, + { + "cell_type": "markdown", + "id": "5eefe4a0", + "metadata": {}, + "source": [ + "## Agents\n", + "\n", + "There's a number of [action agent types](docs/modules/agents/agent_types/) available in LangChain.\n", + "\n", + "* [ReAct](/docs/modules/agents/agent_types/react.html): This is the most general purpose action agent using the [ReAct framework](https://arxiv.org/pdf/2205.00445.pdf), which can work with [Docstores](/docs/modules/agents/agent_types/react_docstore.html) or [Multi-tool Inputs](/docs/modules/agents/agent_types/structured_chat.html).\n", + "* [OpenAI functions](/docs/modules/agents/agent_types/openai_functions_agent.html): Designed to work with OpenAI function-calling models.\n", + "* [Conversational](/docs/modules/agents/agent_types/chat_conversation_agent.html): This agent is designed to be used in conversational settings\n", + "* [Self-ask with search](/docs/modules/agents/agent_types/self_ask_with_search.html): Designed to lookup factual answers to questions\n", + "\n", + "### OpenAI Functions agent\n", + "\n", + "As shown in Quickstart, let's continue with [`OpenAI functions` agent](/docs/modules/agents/agent_types/).\n", + "\n", + "This uses OpenAI models, which are fine-tuned to detect when a function should to be called.\n", + "\n", + "They will respond with the inputs that should be passed to the function.\n", + "\n", + "But, we can unpack it, first with a custom prompt:" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "1c2deb4a", + "metadata": {}, + "outputs": [], + "source": [ + "# Memory\n", + "MEMORY_KEY = \"chat_history\"\n", + "memory = ConversationBufferMemory(memory_key=MEMORY_KEY, return_messages=True)\n", + "\n", + "# Prompt\n", + "from langchain.schema import SystemMessage\n", + "from langchain.agents import OpenAIFunctionsAgent\n", + "system_message = SystemMessage(content=\"You are very powerful assistant, but bad at calculating lengths of words.\")\n", + "prompt = OpenAIFunctionsAgent.create_prompt(\n", + " system_message=system_message,\n", + " extra_prompt_messages=[MessagesPlaceholder(variable_name=MEMORY_KEY)]\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "ee317a45", + "metadata": {}, + "source": [ + "Define agent:" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "460dab9b", + "metadata": {}, + "outputs": [], + "source": [ + "# Agent \n", + "from langchain.agents import OpenAIFunctionsAgent\n", + "agent = OpenAIFunctionsAgent(llm=llm, tools=word_length_tool, prompt=prompt)" + ] + }, + { + "cell_type": "markdown", + "id": "184e6c23", + "metadata": {}, + "source": [ + "Run agent:" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "f4f27d37", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'There are 5 letters in the word \"educa\".'" + ] + }, + "execution_count": 33, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Run the executer, including short-term memory we created\n", + "agent_executor = AgentExecutor(agent=agent, tools=word_length_tool, memory=memory, verbose=False)\n", + "agent_executor.run(\"how many letters in the word educa?\")" + ] + }, + { + "cell_type": "markdown", + "id": "e4d9217e", + "metadata": {}, + "source": [ + "### ReAct agent\n", + "\n", + "[ReAct](https://arxiv.org/abs/2210.03629) agents are another popular framework.\n", + "\n", + "There has been lots of work on [LLM reasoning](https://ai.googleblog.com/2022/05/language-models-perform-reasoning-via.html), such as chain-of-thought prompting.\n", + "\n", + "There also has been work on LLM action-taking to generate obervations, such as [Say-Can](https://say-can.github.io/).\n", + "\n", + "ReAct marries these two ideas:\n", + "\n", + "![Image description](/img/ReAct.png)\n", + " \n", + "It uses a charecteristic `Thought`, `Action`, `Observation` [pattern in the output](https://lilianweng.github.io/posts/2023-06-23-agent/).\n", + " \n", + "We can use `initialize_agent` to create the ReAct agent from a list of available types [here](https://github.com/langchain-ai/langchain/blob/master/libs/langchain/langchain/agents/types.py):\n", + "\n", + "```\n", + "* AgentType.ZERO_SHOT_REACT_DESCRIPTION: ZeroShotAgent\n", + "* AgentType.REACT_DOCSTORE: ReActDocstoreAgent\n", + "* AgentType.SELF_ASK_WITH_SEARCH: SelfAskWithSearchAgent\n", + "* AgentType.CONVERSATIONAL_REACT_DESCRIPTION: ConversationalAgent\n", + "* AgentType.CHAT_ZERO_SHOT_REACT_DESCRIPTION: ChatAgent\n", + "* AgentType.CHAT_CONVERSATIONAL_REACT_DESCRIPTION: ConversationalChatAgent\n", + "* AgentType.STRUCTURED_CHAT_ZERO_SHOT_REACT_DESCRIPTION: StructuredChatAgent\n", + "* AgentType.OPENAI_FUNCTIONS: OpenAIFunctionsAgent\n", + "* AgentType.OPENAI_MULTI_FUNCTIONS: OpenAIMultiFunctionsAgent\n", + "```" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "85f033d3", + "metadata": {}, + "outputs": [], + "source": [ + "from langchain.agents import AgentType\n", + "from langchain.agents import initialize_agent\n", + "MEMORY_KEY = \"chat_history\"\n", + "memory = ConversationBufferMemory(memory_key=MEMORY_KEY, return_messages=True)\n", + "react_agent = initialize_agent(search_tool, llm, agent=AgentType.ZERO_SHOT_REACT_DESCRIPTION, verbose=False, memory=memory)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7d05a26c", + "metadata": {}, + "outputs": [], + "source": [ + "react_agent(\"How many people live in Canada as of August, 2023?\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9b626dc5", + "metadata": {}, + "outputs": [], + "source": [ + "react_agent(\"What is the population of its largest provence as of August, 2023?\")" + ] + }, + { + "cell_type": "markdown", + "id": "d4df0638", + "metadata": {}, + "source": [ + "LangSmith can help us run diagnostics on the ReAct agent:\n", + "\n", + "The [ReAct agent](https://smith.langchain.com/public/3d8d0a15-d73f-44f3-9f81-037f7031c592/r) fails to pass chat history to LLM, gets wrong answer.\n", + " \n", + "The OAI functions agent does and [gets right answer](https://smith.langchain.com/public/4425a131-ec90-4aaa-acd8-5b880c7452a3/r), as shown above.\n", + " \n", + "Also the search tool result for [ReAct](https://smith.langchain.com/public/6473e608-fc9d-47c9-a8a4-2ef7f2801d82/r) is worse than [OAI](https://smith.langchain.com/public/4425a131-ec90-4aaa-acd8-5b880c7452a3/r/26b85fa9-e33a-4028-8650-1714f8b3db96).\n", + "\n", + "Collectivly, this tells us: carefully inspect Agent traces and tool outputs. \n", + "\n", + "As we saw with the [SQL use case](/docs/use_cases/sql), `ReAct agents` can be work very well for specific problems. \n", + "\n", + "But, as shown here, the result is degraded relative to what we see with the OpenAI agent." + ] + }, + { + "cell_type": "markdown", + "id": "5cde8f9a", + "metadata": {}, + "source": [ + "### Custom\n", + "\n", + "Let's peel it back even further to define our own action agent.\n", + "\n", + "We can [create a custom agent](/docs/modules/agents/how_to/custom_agent.html) to unpack the central pieces:\n", + "\n", + "* `Tools`: The tools the agent has available to use\n", + "* `Agent`: decides which action to take" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "3313f5cd", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "\"The current population of Canada is 38,808,843 as of Tuesday, August 1, 2023, based on Worldometer elaboration of the latest United Nations data 1. Canada 2023\\xa0... Mar 22, 2023 ... Record-high population growth in the year 2022. Canada's population was estimated at 39,566,248 on January 1, 2023, after a record population\\xa0... Jun 19, 2023 ... As of June 16, 2023, there are now 40 million Canadians! This is a historic milestone for Canada and certainly cause for celebration. It is also\\xa0... Jun 28, 2023 ... Canada's population was estimated at 39,858,480 on April 1, 2023, an increase of 292,232 people (+0.7%) from January 1, 2023. The main driver of population growth is immigration, and to a lesser extent, natural growth. Demographics of Canada · Population pyramid of Canada in 2023. May 2, 2023 ... On January 1, 2023, Canada's population was estimated to be 39,566,248, following an unprecedented increase of 1,050,110 people between January\\xa0... Canada ranks 37th by population among countries of the world, comprising about 0.5% of the world's total, with over 40.0 million Canadians as of 2023. The current population of Canada in 2023 is 38,781,291, a 0.85% increase from 2022. The population of Canada in 2022 was 38,454,327, a 0.78% increase from 2021. Whether a given sub-nation is a province or a territory depends upon how its power and authority are derived. Provinces were given their power by the\\xa0... Jun 28, 2023 ... Index to the latest information from the Census of Population. ... 2023. Census in Brief: Multilingualism of Canadian households\\xa0...\"" + ] + }, + "execution_count": 34, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from typing import List, Tuple, Any, Union\n", + "from langchain.schema import AgentAction, AgentFinish\n", + "from langchain.agents import Tool, AgentExecutor, BaseSingleActionAgent\n", + "\n", + "class FakeAgent(BaseSingleActionAgent):\n", + " \"\"\"Fake Custom Agent.\"\"\"\n", + "\n", + " @property\n", + " def input_keys(self):\n", + " return [\"input\"]\n", + "\n", + " def plan(\n", + " self, intermediate_steps: List[Tuple[AgentAction, str]], **kwargs: Any\n", + " ) -> Union[AgentAction, AgentFinish]:\n", + " \"\"\"Given input, decided what to do.\n", + "\n", + " Args:\n", + " intermediate_steps: Steps the LLM has taken to date,\n", + " along with observations\n", + " **kwargs: User inputs.\n", + "\n", + " Returns:\n", + " Action specifying what tool to use.\n", + " \"\"\"\n", + " return AgentAction(tool=\"Search\", tool_input=kwargs[\"input\"], log=\"\")\n", + "\n", + " async def aplan(\n", + " self, intermediate_steps: List[Tuple[AgentAction, str]], **kwargs: Any\n", + " ) -> Union[AgentAction, AgentFinish]:\n", + " \"\"\"Given input, decided what to do.\n", + "\n", + " Args:\n", + " intermediate_steps: Steps the LLM has taken to date,\n", + " along with observations\n", + " **kwargs: User inputs.\n", + "\n", + " Returns:\n", + " Action specifying what tool to use.\n", + " \"\"\"\n", + " return AgentAction(tool=\"Search\", tool_input=kwargs[\"input\"], log=\"\")\n", + " \n", + "fake_agent = FakeAgent()\n", + "fake_agent_executor = AgentExecutor.from_agent_and_tools(agent=fake_agent, \n", + " tools=search_tool, \n", + " verbose=False)\n", + "\n", + "fake_agent_executor.run(\"How many people live in canada as of 2023?\")" + ] + }, + { + "cell_type": "markdown", + "id": "1335f0c6", + "metadata": {}, + "source": [ + "## Runtime\n", + "\n", + "The `AgentExecutor` class is the main agent runtime supported by LangChain. \n", + "\n", + "However, there are other, more experimental runtimes for `autonomous_agents`:\n", + " \n", + "* Plan-and-execute Agent\n", + "* Baby AGI\n", + "* Auto GPT\n", + "\n", + "Explore more about:\n", + "\n", + "* [`Simulation agents`](/docs/modules/agents/agent_use_cases/agent_simulations): Designed for role-play often in simulated enviorment (e.g., Generative Agents, CAMEL).\n", + "* [`Autonomous agents`](/docs/modules/agents/agent_use_cases/autonomous_agents): Designed for indepdent execution towards long term goals (e.g., BabyAGI, Auto-GPT).\n", + "\n" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "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": "3.9.16" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/docs/extras/use_cases/agents/camel_role_playing.ipynb b/docs/extras/use_cases/more/agents/agents/camel_role_playing.ipynb similarity index 100% rename from docs/extras/use_cases/agents/camel_role_playing.ipynb rename to docs/extras/use_cases/more/agents/agents/camel_role_playing.ipynb diff --git a/docs/extras/use_cases/agents/custom_agent_with_plugin_retrieval.ipynb b/docs/extras/use_cases/more/agents/agents/custom_agent_with_plugin_retrieval.ipynb similarity index 100% rename from docs/extras/use_cases/agents/custom_agent_with_plugin_retrieval.ipynb rename to docs/extras/use_cases/more/agents/agents/custom_agent_with_plugin_retrieval.ipynb diff --git a/docs/extras/use_cases/agents/custom_agent_with_plugin_retrieval_using_plugnplai.ipynb b/docs/extras/use_cases/more/agents/agents/custom_agent_with_plugin_retrieval_using_plugnplai.ipynb similarity index 100% rename from docs/extras/use_cases/agents/custom_agent_with_plugin_retrieval_using_plugnplai.ipynb rename to docs/extras/use_cases/more/agents/agents/custom_agent_with_plugin_retrieval_using_plugnplai.ipynb diff --git a/docs/extras/use_cases/agents/index.mdx b/docs/extras/use_cases/more/agents/agents/index.mdx similarity index 100% rename from docs/extras/use_cases/agents/index.mdx rename to docs/extras/use_cases/more/agents/agents/index.mdx diff --git a/docs/extras/use_cases/more/agents/agents/multi_modal_output_agent.ipynb b/docs/extras/use_cases/more/agents/agents/multi_modal_output_agent.ipynb new file mode 100644 index 0000000000..de67f1f43b --- /dev/null +++ b/docs/extras/use_cases/more/agents/agents/multi_modal_output_agent.ipynb @@ -0,0 +1,298 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "cd835d40", + "metadata": {}, + "source": [ + "# Multi-modal outputs: Image & Text" + ] + }, + { + "cell_type": "markdown", + "id": "fa88e03a", + "metadata": {}, + "source": [ + "This notebook shows how non-text producing tools can be used to create multi-modal agents.\n", + "\n", + "This example is limited to text and image outputs and uses UUIDs to transfer content across tools and agents. \n", + "\n", + "This example uses Steamship to generate and store generated images. Generated are auth protected by default. \n", + "\n", + "You can get your Steamship api key here: https://steamship.com/account/api" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "0653da01", + "metadata": {}, + "outputs": [], + "source": [ + "from steamship import Block, Steamship\n", + "import re\n", + "from IPython.display import Image" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "f6933033", + "metadata": {}, + "outputs": [], + "source": [ + "from langchain import OpenAI\n", + "from langchain.agents import initialize_agent\n", + "from langchain.agents import AgentType\n", + "from langchain.tools import SteamshipImageGenerationTool" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "71e51e53", + "metadata": {}, + "outputs": [], + "source": [ + "llm = OpenAI(temperature=0)" + ] + }, + { + "cell_type": "markdown", + "id": "a9fc769d", + "metadata": {}, + "source": [ + "## Dall-E " + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "cd177dfe", + "metadata": {}, + "outputs": [], + "source": [ + "tools = [SteamshipImageGenerationTool(model_name=\"dall-e\")]" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "c71b1e46", + "metadata": {}, + "outputs": [], + "source": [ + "mrkl = initialize_agent(\n", + " tools, llm, agent=AgentType.ZERO_SHOT_REACT_DESCRIPTION, verbose=True\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "603aeb9a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "\n", + "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n", + "\u001b[32;1m\u001b[1;3m I need to generate an image of a parrot playing soccer.\n", + "Action: GenerateImage\n", + "Action Input: A parrot wearing a soccer uniform, kicking a soccer ball.\u001b[0m\n", + "Observation: \u001b[36;1m\u001b[1;3mE28BE7C7-D105-41E0-8A5B-2CE21424DFEC\u001b[0m\n", + "Thought:\u001b[32;1m\u001b[1;3m I now have the UUID of the generated image.\n", + "Final Answer: The UUID of the generated image is E28BE7C7-D105-41E0-8A5B-2CE21424DFEC.\u001b[0m\n", + "\n", + "\u001b[1m> Finished chain.\u001b[0m\n" + ] + } + ], + "source": [ + "output = mrkl.run(\"How would you visualize a parot playing soccer?\")" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "25eb4efe", + "metadata": {}, + "outputs": [], + "source": [ + "def show_output(output):\n", + " \"\"\"Display the multi-modal output from the agent.\"\"\"\n", + " UUID_PATTERN = re.compile(\n", + " r\"([0-9A-Za-z]{8}-[0-9A-Za-z]{4}-[0-9A-Za-z]{4}-[0-9A-Za-z]{4}-[0-9A-Za-z]{12})\"\n", + " )\n", + "\n", + " outputs = UUID_PATTERN.split(output)\n", + " outputs = [\n", + " re.sub(r\"^\\W+\", \"\", el) for el in outputs\n", + " ] # Clean trailing and leading non-word characters\n", + "\n", + " for output in outputs:\n", + " maybe_block_id = UUID_PATTERN.search(output)\n", + " if maybe_block_id:\n", + " display(Image(Block.get(Steamship(), _id=maybe_block_id.group()).raw()))\n", + " else:\n", + " print(output, end=\"\\n\\n\")" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "082792a0", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The UUID of the generated image is \n", + "\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "show_output(output)" + ] + }, + { + "cell_type": "markdown", + "id": "e247b2c4", + "metadata": {}, + "source": [ + "## StableDiffusion " + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "315025e7", + "metadata": {}, + "outputs": [], + "source": [ + "tools = [SteamshipImageGenerationTool(model_name=\"stable-diffusion\")]" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "7930064a", + "metadata": {}, + "outputs": [], + "source": [ + "mrkl = initialize_agent(\n", + " tools, llm, agent=AgentType.ZERO_SHOT_REACT_DESCRIPTION, verbose=True\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "611a833d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "\n", + "\u001b[1m> Entering new AgentExecutor chain...\u001b[0m\n", + "\u001b[32;1m\u001b[1;3m I need to generate an image of a parrot playing soccer.\n", + "Action: GenerateImage\n", + "Action Input: A parrot wearing a soccer uniform, kicking a soccer ball.\u001b[0m\n", + "Observation: \u001b[36;1m\u001b[1;3m25BB588F-85E4-4915-82BE-67ADCF974881\u001b[0m\n", + "Thought:\u001b[32;1m\u001b[1;3m I now have the UUID of the generated image.\n", + "Final Answer: The UUID of the generated image is 25BB588F-85E4-4915-82BE-67ADCF974881.\u001b[0m\n", + "\n", + "\u001b[1m> Finished chain.\u001b[0m\n" + ] + } + ], + "source": [ + "output = mrkl.run(\"How would you visualize a parot playing soccer?\")" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "d7a3edaf", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The UUID of the generated image is \n", + "\n" + ] + }, + { + "data": { + "image/png": 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", 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docs/extras/use_cases/agents/sales_agent_with_context.ipynb rename to docs/extras/use_cases/more/agents/agents/sales_agent_with_context.ipynb diff --git a/docs/extras/use_cases/agents/wikibase_agent.ipynb b/docs/extras/use_cases/more/agents/agents/wikibase_agent.ipynb similarity index 100% rename from docs/extras/use_cases/agents/wikibase_agent.ipynb rename to docs/extras/use_cases/more/agents/agents/wikibase_agent.ipynb diff --git a/docs/extras/use_cases/autonomous_agents/autogpt.ipynb b/docs/extras/use_cases/more/agents/autonomous_agents/autogpt.ipynb similarity index 100% rename from docs/extras/use_cases/autonomous_agents/autogpt.ipynb rename to docs/extras/use_cases/more/agents/autonomous_agents/autogpt.ipynb diff --git a/docs/extras/use_cases/autonomous_agents/baby_agi.ipynb b/docs/extras/use_cases/more/agents/autonomous_agents/baby_agi.ipynb similarity index 99% rename from docs/extras/use_cases/autonomous_agents/baby_agi.ipynb rename to 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--git a/docs/extras/use_cases/multi_modal/_category_.yml b/docs/extras/use_cases/more/agents/multi_modal/_category_.yml similarity index 100% rename from docs/extras/use_cases/multi_modal/_category_.yml rename to docs/extras/use_cases/more/agents/multi_modal/_category_.yml diff --git a/docs/extras/use_cases/agents/_multi_modal_output_agent_files/output_10_1.png b/docs/extras/use_cases/more/agents/multi_modal/_image_agent_files/output_10_1.png similarity index 100% rename from docs/extras/use_cases/agents/_multi_modal_output_agent_files/output_10_1.png rename to docs/extras/use_cases/more/agents/multi_modal/_image_agent_files/output_10_1.png diff --git a/docs/extras/use_cases/multi_modal/_image_agent_files/output_10_1.png b/docs/extras/use_cases/more/agents/multi_modal/_multi_modal_output_agent_files/output_10_1.png similarity index 100% rename from docs/extras/use_cases/multi_modal/_image_agent_files/output_10_1.png rename to docs/extras/use_cases/more/agents/multi_modal/_multi_modal_output_agent_files/output_10_1.png diff --git a/docs/extras/use_cases/agents/_multi_modal_output_agent_files/output_15_1.png b/docs/extras/use_cases/more/agents/multi_modal/_multi_modal_output_agent_files/output_15_1.png similarity index 100% rename from docs/extras/use_cases/agents/_multi_modal_output_agent_files/output_15_1.png rename to docs/extras/use_cases/more/agents/multi_modal/_multi_modal_output_agent_files/output_15_1.png diff --git a/docs/extras/use_cases/multi_modal/image_agent.ipynb b/docs/extras/use_cases/more/agents/multi_modal/image_agent.ipynb similarity index 99% rename from docs/extras/use_cases/multi_modal/image_agent.ipynb rename to docs/extras/use_cases/more/agents/multi_modal/image_agent.ipynb index 0e8e5f5d52..107cea32c5 100644 --- a/docs/extras/use_cases/multi_modal/image_agent.ipynb +++ b/docs/extras/use_cases/more/agents/multi_modal/image_agent.ipynb @@ -245,7 +245,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.2" + "version": "3.9.16" } }, "nbformat": 4, diff --git a/docs/extras/use_cases/agents/multi_modal_output_agent.ipynb b/docs/extras/use_cases/more/agents/multi_modal/multi_modal_output_agent.ipynb similarity index 100% rename from docs/extras/use_cases/agents/multi_modal_output_agent.ipynb rename to docs/extras/use_cases/more/agents/multi_modal/multi_modal_output_agent.ipynb