langgraph/examples/code_assistant/langgraph_code_assistant.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "10291bbc-be96-4d65-8b57-e39950332a21",
   "metadata": {},
   "outputs": [],
   "source": [
    "! pip install langchain_community tiktoken langchain-openai langchainhub chromadb langchain langgraph faiss-cpu"
   ]
  },
  {
   "attachments": {
    "15ffc4e1-0f2b-49fb-99c9-2bbda7643172.png": {
     "image/png": "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"
    },
    "fb3f0be0-4884-4ad2-b9b3-cf92cfc51273.png": {
     "image/png": "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"
    }
   },
   "cell_type": "markdown",
   "id": "16dc0e41-80bd-4453-b421-dcf315741bf4",
   "metadata": {},
   "source": [
    "# Code Generation\n",
    "\n",
    "## AlphaCodium and flow engineering\n",
    "\n",
    "Recent works, such as AlphaCodium, have shown that code generation can be [substantially improved by using a \"flow\" paradigm](https://x.com/karpathy/status/1748043513156272416?s=20).\n",
    "\n",
    "Rather than naive `prompt:answer` paradigm, a `flow` paradigm constructs an answer to a coding question iteratively.\n",
    "\n",
    "[AlphaCodium](https://github.com/Codium-ai/AlphaCodium) iteravely tests and improves an answer on public and AI-generated tests for a particular question. \n",
    "\n",
    "![Screenshot 2024-02-20 at 3.32.58 PM.png](attachment:15ffc4e1-0f2b-49fb-99c9-2bbda7643172.png) \n",
    "\n",
    "--- \n",
    "\n",
    "## LangGraph self-corrective code assistant\n",
    "\n",
    "We wanted to test these the general idea of iterative code generation in LangGraph, making a few simplifications relative to the AlphaCodium work:\n",
    "\n",
    "1. We start with a set of documentation specified by a user\n",
    "2. We use a long context LLM to ingest it, and answer a question based upon it \n",
    "3. We perform two layers of checking: we check imports to see if hallucinations were introduced\n",
    "4. We check code execution to determine if the code is able to be executed without error\n",
    "\n",
    "Checking for valid imports and execution is a reasonable stating point for code testing on open-ended questions related to a codebase.\n",
    "\n",
    "![Screenshot 2024-02-16 at 11.43.52 AM.png](attachment:fb3f0be0-4884-4ad2-b9b3-cf92cfc51273.png)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "38330223-d8c8-4156-82b6-93e63343bc01",
   "metadata": {},
   "source": [
    "## Documentation\n",
    "\n",
    "As a test case, let's load docs related to [LangChain Expression Language](https://python.langchain.com/docs/expression_language/) (LCEL)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "c2eb35d1-4990-47dc-a5c4-208bae588a82",
   "metadata": {},
   "outputs": [],
   "source": [
    "from bs4 import BeautifulSoup as Soup\n",
    "from langchain_community.document_loaders.recursive_url_loader import RecursiveUrlLoader\n",
    "\n",
    "# LCEL docs \n",
    "url = \"https://python.langchain.com/docs/expression_language/\"\n",
    "loader = RecursiveUrlLoader(\n",
    "    url=url, max_depth=20, extractor=lambda x: Soup(x, \"html.parser\").text\n",
    ")\n",
    "docs = loader.load()\n",
    "\n",
    "# LCEL w/ PydanticOutputParser (outside the primary LCEL docs)\n",
    "url = \"https://python.langchain.com/docs/modules/model_io/output_parsers/quick_start\"\n",
    "loader = RecursiveUrlLoader(\n",
    "    url=url, max_depth=1, extractor=lambda x: Soup(x, \"html.parser\").text\n",
    ")\n",
    "docs_pydantic = loader.load()\n",
    "\n",
    "# LCEL w/ Self Query (outside the primary LCEL docs)\n",
    "url = \"https://python.langchain.com/docs/modules/data_connection/retrievers/self_query/\"\n",
    "loader = RecursiveUrlLoader(\n",
    "    url=url, max_depth=1, extractor=lambda x: Soup(x, \"html.parser\").text\n",
    ")\n",
    "docs_sq = loader.load()\n",
    "\n",
    "# Add \n",
    "docs.extend([*docs_pydantic, *docs_sq])\n",
    "\n",
    "# Sort the list based on the URLs in 'metadata' -> 'source'\n",
    "d_sorted = sorted(docs, key=lambda x: x.metadata[\"source\"])\n",
    "d_reversed = list(reversed(d_sorted))\n",
    "\n",
    "# Concatenate the 'page_content' of each sorted dictionary\n",
    "concatenated_content = \"\\n\\n\\n --- \\n\\n\\n\".join(\n",
    "    [doc.page_content for doc in d_reversed]\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "131f2055-2f64-4d19-a3d1-2d3cb8b42894",
   "metadata": {},
   "source": [
    "## State \n",
    "\n",
    "Our state is a dict that will contain keys (errors, question, code generation) relevant to code generation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "c185f1a2-e943-4bed-b833-4243c9c64092",
   "metadata": {},
   "outputs": [],
   "source": [
    "from typing import Dict, TypedDict\n",
    "\n",
    "from langchain_core.messages import BaseMessage\n",
    "\n",
    "\n",
    "class GraphState(TypedDict):\n",
    "    \"\"\"\n",
    "    Represents the state of our graph.\n",
    "\n",
    "    Attributes:\n",
    "        keys: A dictionary where each key is a string.\n",
    "    \"\"\"\n",
    "\n",
    "    keys: Dict[str, any]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "64454465-26a3-40de-ad85-bcf59a2c3086",
   "metadata": {},
   "source": [
    "## Graph \n",
    "\n",
    "Our graph lays out the logical flow shown in the figure above."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "b70e8301-63ae-4f7e-ad8f-c9a052fe3566",
   "metadata": {},
   "outputs": [],
   "source": [
    "from operator import itemgetter\n",
    "from langchain_openai import ChatOpenAI\n",
    "from langchain.prompts import PromptTemplate\n",
    "from langchain_core.runnables import RunnablePassthrough\n",
    "from langchain_core.pydantic_v1 import BaseModel, Field\n",
    "from langchain.output_parsers.openai_tools import PydanticToolsParser\n",
    "from langchain_core.utils.function_calling import convert_to_openai_tool\n",
    "\n",
    "def generate(state):\n",
    "    \"\"\"\n",
    "    Generate a code solution based on LCEL docs and the input question \n",
    "    with optional feedback from code execution tests \n",
    "\n",
    "    Args:\n",
    "        state (dict): The current graph state\n",
    "\n",
    "    Returns:\n",
    "        state (dict): New key added to state, documents, that contains retrieved documents\n",
    "    \"\"\"\n",
    "    \n",
    "    ## State\n",
    "    state_dict = state[\"keys\"]\n",
    "    question = state_dict[\"question\"]\n",
    "    iter = state_dict[\"iterations\"]\n",
    "   \n",
    "    ## Data model\n",
    "    class code(BaseModel):\n",
    "        \"\"\"Code output\"\"\"\n",
    "        prefix: str = Field(description=\"Description of the problem and approach\")\n",
    "        imports: str = Field(description=\"Code block import statements\")\n",
    "        code: str = Field(description=\"Code block not including import statements\")\n",
    "    \n",
    "    ## LLM\n",
    "    model = ChatOpenAI(temperature=0, model=\"gpt-4-0125-preview\", streaming=True)\n",
    "    \n",
    "    # Tool\n",
    "    code_tool_oai = convert_to_openai_tool(code)\n",
    "    \n",
    "    # LLM with tool and enforce invocation\n",
    "    llm_with_tool = model.bind(\n",
    "        tools=[code_tool_oai],\n",
    "        tool_choice={\"type\": \"function\", \"function\": {\"name\": \"code\"}},\n",
    "    )\n",
    "    \n",
    "    # Parser\n",
    "    parser_tool = PydanticToolsParser(tools=[code])\n",
    "    \n",
    "    ## Prompt\n",
    "    template = \"\"\"You are a coding assistant with expertise in LCEL, LangChain expression language. \\n \n",
    "        Here is a full set of LCEL documentation: \n",
    "        \\n ------- \\n\n",
    "        {context} \n",
    "        \\n ------- \\n\n",
    "        Answer the user question based on the above provided documentation. \\n\n",
    "        Ensure any code you provide can be executed with all required imports and variables defined. \\n\n",
    "        Structure your answer with a description of the code solution. \\n\n",
    "        Then list the imports. And finally list the functioning code block. \\n\n",
    "        Here is the user question: \\n --- --- --- \\n {question}\"\"\"\n",
    "\n",
    "    ## Generation\n",
    "    if \"error\" in state_dict:\n",
    "        print(\"---RE-GENERATE SOLUTION w/ ERROR FEEDBACK---\")\n",
    "        \n",
    "        error = state_dict[\"error\"]\n",
    "        code_solution = state_dict[\"generation\"]\n",
    "        \n",
    "        # Udpate prompt \n",
    "        addendum = \"\"\"  \\n --- --- --- \\n You previously tried to solve this problem. \\n Here is your solution:  \n",
    "                    \\n --- --- --- \\n {generation}  \\n --- --- --- \\n  Here is the resulting error from code \n",
    "                    execution:  \\n --- --- --- \\n {error}  \\n --- --- --- \\n Please re-try to answer this. \n",
    "                    Structure your answer with a description of the code solution. \\n Then list the imports. \n",
    "                    And finally list the functioning code block. Structure your answer with a description of \n",
    "                    the code solution. \\n Then list the imports. And finally list the functioning code block. \n",
    "                    \\n Here is the user question: \\n --- --- --- \\n {question}\"\"\"\n",
    "        template = template +  addendum\n",
    "\n",
    "        # Prompt \n",
    "        prompt = PromptTemplate(\n",
    "            template=template,\n",
    "            input_variables=[\"context\", \"question\", \"generation\", \"error\"],\n",
    "        )\n",
    "        \n",
    "        # Chain\n",
    "        chain = (\n",
    "            {\n",
    "                \"context\": lambda x: concatenated_content,\n",
    "                \"question\": itemgetter(\"question\"),\n",
    "                \"generation\": itemgetter(\"generation\"),\n",
    "                \"error\": itemgetter(\"error\"),\n",
    "            }\n",
    "            | prompt\n",
    "            | llm_with_tool \n",
    "            | parser_tool\n",
    "        )\n",
    "\n",
    "        code_solution = chain.invoke({\"question\":question,\n",
    "                                      \"generation\":str(code_solution[0]),\n",
    "                                      \"error\":error})\n",
    "                \n",
    "    else:\n",
    "        print(\"---GENERATE SOLUTION---\")\n",
    "        \n",
    "        # Prompt \n",
    "        prompt = PromptTemplate(\n",
    "            template=template,\n",
    "            input_variables=[\"context\", \"question\"],\n",
    "        )\n",
    "\n",
    "        # Chain\n",
    "        chain = (\n",
    "            {\n",
    "                # \"context\": lambda x: docs,\n",
    "                \"context\": lambda x: concatenated_content,\n",
    "                \"question\": itemgetter(\"question\"),\n",
    "            }\n",
    "            | prompt\n",
    "            | llm_with_tool \n",
    "            | parser_tool\n",
    "        )\n",
    "\n",
    "        code_solution = chain.invoke({\"question\":question})\n",
    "\n",
    "    iter = iter+1 \n",
    "    return {\"keys\": {\"generation\": code_solution, \"question\": question, \"iterations\":iter}}\n",
    "\n",
    "def check_code_imports(state):\n",
    "    \"\"\"\n",
    "    Check imports\n",
    "\n",
    "    Args:\n",
    "        state (dict): The current graph state\n",
    "\n",
    "    Returns:\n",
    "        state (dict): New key added to state, error\n",
    "    \"\"\"\n",
    "    \n",
    "    ## State\n",
    "    print(\"---CHECKING CODE IMPORTS---\")\n",
    "    state_dict = state[\"keys\"]\n",
    "    question = state_dict[\"question\"]\n",
    "    code_solution = state_dict[\"generation\"]\n",
    "    imports = code_solution[0].imports\n",
    "    iter = state_dict[\"iterations\"]\n",
    "\n",
    "    try:        \n",
    "        # Attempt to execute the imports\n",
    "        exec(imports)\n",
    "    except Exception as e:\n",
    "        print(\"---CODE IMPORT CHECK: FAILED---\")\n",
    "        # Catch any error during execution (e.g., ImportError, SyntaxError)\n",
    "        error = f\"Execution error: {e}\"\n",
    "        if \"error\" in state_dict:\n",
    "            error_prev_runs = state_dict[\"error\"]\n",
    "            error = error_prev_runs + \"\\n --- Most recent run error --- \\n\" + error     \n",
    "    else:\n",
    "        print(\"---CODE IMPORT CHECK: SUCCESS---\")\n",
    "        # No errors occurred\n",
    "        error = \"None\"\n",
    "\n",
    "    return {\"keys\": {\"generation\": code_solution, \"question\": question, \"error\": error, \"iterations\":iter}}\n",
    "\n",
    "def check_code_execution(state):\n",
    "    \"\"\"\n",
    "    Check code block execution\n",
    "\n",
    "    Args:\n",
    "        state (dict): The current graph state\n",
    "\n",
    "    Returns:\n",
    "        state (dict): New key added to state, error\n",
    "    \"\"\"\n",
    "    \n",
    "    ## State\n",
    "    print(\"---CHECKING CODE EXECUTION---\")\n",
    "    state_dict = state[\"keys\"]\n",
    "    question = state_dict[\"question\"]\n",
    "    code_solution = state_dict[\"generation\"]\n",
    "    prefix = code_solution[0].prefix\n",
    "    imports = code_solution[0].imports\n",
    "    code = code_solution[0].code\n",
    "    code_block = imports +\"\\n\"+ code\n",
    "    iter = state_dict[\"iterations\"]\n",
    "\n",
    "    try:        \n",
    "        # Attempt to execute the code block\n",
    "        exec(code_block)\n",
    "    except Exception as e:\n",
    "        print(\"---CODE BLOCK CHECK: FAILED---\")\n",
    "        # Catch any error during execution (e.g., ImportError, SyntaxError)\n",
    "        error = f\"Execution error: {e}\"\n",
    "        if \"error\" in state_dict:\n",
    "            error_prev_runs = state_dict[\"error\"]\n",
    "            error = error_prev_runs + \"\\n --- Most recent run error --- \\n\" + error  \n",
    "    else:\n",
    "        print(\"---CODE BLOCK CHECK: SUCCESS---\")\n",
    "        # No errors occurred\n",
    "        error = \"None\"\n",
    "\n",
    "    return {\"keys\": {\"generation\": code_solution, \n",
    "                     \"question\": question, \n",
    "                     \"error\": error, \n",
    "                     \"prefix\":prefix,\n",
    "                     \"imports\":imports,\n",
    "                     \"iterations\":iter,\n",
    "                     \"code\":code}}\n",
    "\n",
    "### Edges\n",
    "\n",
    "def decide_to_check_code_exec(state):\n",
    "    \"\"\"\n",
    "    Determines whether to test code execution, or re-try answer generation.\n",
    "\n",
    "    Args:\n",
    "       state (dict): The current graph state\n",
    "\n",
    "    Returns:\n",
    "        str: Next node to call\n",
    "    \"\"\"\n",
    "\n",
    "    print(\"---DECIDE TO TEST CODE EXECUTION---\")\n",
    "    state_dict = state[\"keys\"]\n",
    "    question = state_dict[\"question\"]\n",
    "    code_solution = state_dict[\"generation\"]\n",
    "    error = state_dict[\"error\"]\n",
    "\n",
    "    if error == \"None\":\n",
    "        # All documents have been filtered check_relevance\n",
    "        # We will re-generate a new query\n",
    "        print(\"---DECISION: TEST CODE EXECUTION---\")\n",
    "        return \"check_code_execution\"\n",
    "    else:\n",
    "        # We have relevant documents, so generate answer\n",
    "        print(\"---DECISION: RE-TRY SOLUTION---\")\n",
    "        return \"generate\"\n",
    "\n",
    "def decide_to_finish(state):\n",
    "    \"\"\"\n",
    "    Determines whether to finish (re-try code 3 times.\n",
    "\n",
    "    Args:\n",
    "        state (dict): The current graph state\n",
    "\n",
    "    Returns:\n",
    "        str: Next node to call\n",
    "    \"\"\"\n",
    "\n",
    "    print(\"---DECIDE TO TEST CODE EXECUTION---\")\n",
    "    state_dict = state[\"keys\"]\n",
    "    question = state_dict[\"question\"]\n",
    "    code_solution = state_dict[\"generation\"]\n",
    "    error = state_dict[\"error\"]\n",
    "    iter = state_dict[\"iterations\"]\n",
    "\n",
    "    if error == \"None\" or iter == 3:\n",
    "        # All documents have been filtered check_relevance\n",
    "        # We will re-generate a new query\n",
    "        print(\"---DECISION: TEST CODE EXECUTION---\")\n",
    "        return \"end\"\n",
    "    else:\n",
    "        # We have relevant documents, so generate answer\n",
    "        print(\"---DECISION: RE-TRY SOLUTION---\")\n",
    "        return \"generate\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "f66b4e00-4731-42c8-bc38-72dd0ff7c92c",
   "metadata": {},
   "outputs": [],
   "source": [
    "from langgraph.graph import END, StateGraph\n",
    "\n",
    "workflow = StateGraph(GraphState)\n",
    "\n",
    "# Define the nodes\n",
    "workflow.add_node(\"generate\", generate)  # generation solution\n",
    "workflow.add_node(\"check_code_imports\", check_code_imports)  # check imports\n",
    "workflow.add_node(\"check_code_execution\", check_code_execution)  # check execution\n",
    "\n",
    "# Build graph\n",
    "workflow.set_entry_point(\"generate\")\n",
    "workflow.add_edge(\"generate\", \"check_code_imports\")\n",
    "workflow.add_conditional_edges(\n",
    "    \"check_code_imports\",\n",
    "    decide_to_check_code_exec,\n",
    "    {\n",
    "        \"check_code_execution\": \"check_code_execution\",\n",
    "        \"generate\": \"generate\",\n",
    "    },\n",
    ")\n",
    "workflow.add_conditional_edges(\n",
    "    \"check_code_execution\",\n",
    "    decide_to_finish,\n",
    "    {\n",
    "        \"end\": END,\n",
    "        \"generate\": \"generate\",\n",
    "    },\n",
    ")\n",
    "\n",
    "# Compile\n",
    "app = workflow.compile()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "744f48a5-9ad3-4342-899f-7dd4266a9a15",
   "metadata": {},
   "source": [
    "## Eval\n",
    "\n",
    "[Here](https://smith.langchain.com/public/ea1f6ca5-de52-4d36-bd7b-fde3faa74a70/d) is a public dataset of LCEL questions. \n",
    "  \n",
    "Let's create a custom LangSmith evaluator [here](https://docs.smith.langchain.com/evaluation/faq/custom-evaluators) to test them with:\n",
    "\n",
    "* Base case: context stuffing chain without LangGraph\n",
    "* Our self-corrective coding assistant"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "86411645-98f8-4d19-889f-c78f3c026380",
   "metadata": {},
   "source": [
    "### Base Case\n",
    "\n",
    "Here is context stuffing without LangGraph."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "d73dfd70-d266-4be7-9fd7-ed1f5cd432c6",
   "metadata": {},
   "outputs": [],
   "source": [
    "from langchain_core.runnables import RunnableLambda\n",
    "\n",
    "## Data model\n",
    "class code(BaseModel):\n",
    "    \"\"\"Code output\"\"\"\n",
    "    prefix: str = Field(description=\"Description of the problem and approach\")\n",
    "    imports: str = Field(description=\"Code block import statements\")\n",
    "    code: str = Field(description=\"Code block not including import statements\")\n",
    "\n",
    "## LLM\n",
    "model = ChatOpenAI(temperature=0, model=\"gpt-4-0125-preview\", streaming=True)\n",
    "\n",
    "# Tool\n",
    "code_tool_oai = convert_to_openai_tool(code)\n",
    "\n",
    "# LLM with tool and enforce invocation\n",
    "llm_with_tool = model.bind(\n",
    "    tools=[convert_to_openai_tool(code_tool_oai)],\n",
    "    tool_choice={\"type\": \"function\", \"function\": {\"name\": \"code\"}},\n",
    ")\n",
    "\n",
    "# Parser\n",
    "parser_tool = PydanticToolsParser(tools=[code])\n",
    "\n",
    "# Create a prompt template with format instructions and the query\n",
    "prompt = PromptTemplate(\n",
    "    template = \"\"\"You are a coding assistant with expertise in LCEL, LangChain expression language. \\n \n",
    "        Here is a full set of LCEL documentation: \n",
    "        \\n ------- \\n\n",
    "        {context} \n",
    "        \\n ------- \\n\n",
    "        Answer the user question based on the above provided documentation. \\n\n",
    "        Ensure any code you provide can be executed with all required imports and variables defined. \\n\n",
    "        Structure your answer with a description of the code solution. \\n\n",
    "        Then list the imports. And finally list the functioning code block. \\n\n",
    "        Here is the user question: \\n --- --- --- \\n {question}\"\"\",\n",
    "    input_variables=[\"question\",\"context\"])\n",
    "\n",
    "def parse_answer_to_dict(x):\n",
    "    return x[0].dict()\n",
    "\n",
    "chain_base_case = (\n",
    "    {\n",
    "        \"context\": lambda x: concatenated_content,\n",
    "        \"question\": RunnablePassthrough(),\n",
    "    }\n",
    "    | prompt\n",
    "    | llm_with_tool\n",
    "    | parser_tool\n",
    "    | RunnableLambda(parse_answer_to_dict)\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "a980b398-ad4c-4b21-8e6d-77ab03130526",
   "metadata": {},
   "outputs": [],
   "source": [
    "answer = chain_base_case.invoke(\"How can I write a RAG chain?\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2901bdef-a78c-4831-81f2-927c35503fd9",
   "metadata": {},
   "source": [
    "### Eval w/o LangGraph"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "ebcebf05-d455-4057-bf4c-6cc134bf62c9",
   "metadata": {},
   "outputs": [],
   "source": [
    "### No LangGraph\n",
    "\n",
    "import uuid\n",
    "from langsmith import Client\n",
    "from langchain.smith import RunEvalConfig, run_on_dataset\n",
    "from langsmith.evaluation import EvaluationResult, run_evaluator\n",
    "from langsmith.schemas import Example, Run\n",
    "from typing import Union\n",
    "\n",
    "@run_evaluator\n",
    "def check_import(run: Run, example: Union[Example, None] = None):\n",
    "    model_outputs = run.outputs\n",
    "    imports = model_outputs['imports']\n",
    "    try:\n",
    "        exec(imports)\n",
    "        score = 1\n",
    "    except:\n",
    "        score = 0\n",
    "    return EvaluationResult(key=\"check_import\", score=score)\n",
    "\n",
    "@run_evaluator\n",
    "def check_execution(run: Run, example: Union[Example, None] = None):\n",
    "    model_outputs = run.outputs\n",
    "    imports = model_outputs['imports']\n",
    "    code = model_outputs['code']\n",
    "    code_to_execute = imports +\"\\n\"+ code\n",
    "    try:\n",
    "        exec(code_to_execute)\n",
    "        score = 1\n",
    "    except:\n",
    "        score = 0\n",
    "    return EvaluationResult(key=\"check_execution\", score=score)\n",
    "\n",
    "# Config\n",
    "evaluation_config = RunEvalConfig(\n",
    "    custom_evaluators = [check_import,check_execution],\n",
    ")\n",
    "\n",
    "client = Client()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "9f81e316-94f1-47cc-93f2-bd6fa2d55870",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Run eval on base chain\n",
    "run_id = uuid.uuid4().hex[:4]\n",
    "project_name = \"context-stuffing-no-langgraph\"\n",
    "client.run_on_dataset(\n",
    "    dataset_name=\"lcel-teacher-eval\",\n",
    "    llm_or_chain_factory= lambda: (lambda x: x[\"question\"]) | chain_base_case,\n",
    "    evaluation=evaluation_config,\n",
    "    project_name=f\"{run_id}-{project_name}\",\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "50742bc3-7351-414e-942b-e40bb258ddff",
   "metadata": {},
   "source": [
    "### Eval w/ LangGraph"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "959b473a-15d4-4b61-a319-32bd33f6a7fb",
   "metadata": {},
   "outputs": [],
   "source": [
    "### LangGraph\n",
    "\n",
    "@run_evaluator\n",
    "def check_import(run: Run, example: Union[Example, None] = None):\n",
    "    model_outputs = run.outputs[\"keys\"]\n",
    "    imports = model_outputs['imports']\n",
    "    try:\n",
    "        exec(imports)\n",
    "        score = 1\n",
    "    except:\n",
    "        score = 0\n",
    "    return EvaluationResult(key=\"check_import\", score=score)\n",
    "\n",
    "@run_evaluator\n",
    "def check_execution(run: Run, example: Union[Example, None] = None):\n",
    "    model_outputs = run.outputs[\"keys\"]\n",
    "    imports = model_outputs['imports']\n",
    "    code = model_outputs['code']\n",
    "    code_to_execute = imports +\"\\n\"+ code\n",
    "    try:\n",
    "        exec(code_to_execute)\n",
    "        score = 1\n",
    "    except:\n",
    "        score = 0\n",
    "    return EvaluationResult(key=\"check_execution\", score=score)\n",
    "\n",
    "# Config\n",
    "evaluation_config = RunEvalConfig(\n",
    "    custom_evaluators = [check_import,check_execution],\n",
    ")\n",
    "\n",
    "config = {\"recursion_limit\": 50}\n",
    "def model(input):\n",
    "    return app.invoke({\"keys\":{**input, \"iterations\":0}},config=config)\n",
    "\n",
    "run_id = uuid.uuid4().hex[:4]\n",
    "project_name = \"context-stuffing-with-langgraph\"\n",
    "client.run_on_dataset(\n",
    "    dataset_name=\"lcel-teacher-eval\",\n",
    "    llm_or_chain_factory=model,\n",
    "    evaluation=evaluation_config,\n",
    "    project_name=f\"{run_id}-{project_name}\",\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5caa3a37-5fd2-4e4c-b310-577c239f9d61",
   "metadata": {},
   "source": [
    "## Consolidate Eval Results\n",
    "\n",
    "Compute standard error across 4 trials."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "14f8484b-9d57-4132-8801-74a4067f97db",
   "metadata": {},
   "outputs": [],
   "source": [
    "langgraph=[\"80db-context-stuffing-with-langgraph\",\n",
    "\"060c-context-stuffing-with-langgraph\",\n",
    "\"93cd-context-stuffing-with-langgraph\",\n",
    "\"60ef-context-stuffing-with-langgraph\"]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "d19deeb6-9fc3-46b0-affb-5baaef4e9bba",
   "metadata": {},
   "outputs": [],
   "source": [
    "no_langgraph=[\"b493-context-stuffing-no-langgraph\",\n",
    "\"eb8a-context-stuffing-no-langgraph\",\n",
    "\"b88c-context-stuffing-no-langgraph\",\n",
    "\"0aaa-context-stuffing-no-langgraph\"]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "d6340773-ca0b-4320-b841-093bbfb1161a",
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd \n",
    "\n",
    "def prepare_dataframe(project, trial_number, chain):\n",
    "    df = client.get_test_results(project_name=project)\n",
    "    df = df.dropna(subset=['feedback.check_execution', 'feedback.check_import'])\n",
    "    df = df[['input.question', 'feedback.check_execution', 'feedback.check_import']]\n",
    "    df['trial #'] = trial_number\n",
    "    df['chain'] = chain\n",
    "    return df\n",
    "\n",
    "# Prepare each dataframe\n",
    "dfs_chain1 = [prepare_dataframe(project, i+1, 'LangGraph') for i, project in enumerate(langgraph)]\n",
    "dfs_chain2 = [prepare_dataframe(project, i+1, 'No LangGraph') for i, project in enumerate(no_langgraph)]\n",
    "\n",
    "# Combine all dataframes\n",
    "final_df = pd.concat(dfs_chain1 + dfs_chain2, ignore_index=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "id": "30dd9b44-b23f-4709-a993-f1e6873ff3f2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "chain\n",
       "LangGraph       78\n",
       "No LangGraph    79\n",
       "dtype: int64"
      ]
     },
     "execution_count": 42,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "final_df.groupby(\"chain\").size()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "id": "2c4e226c-511b-41fa-b850-2a0a3f67a44d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Fraction Imports Correct</th>\n",
       "      <th>Fraction Execution Correct</th>\n",
       "      <th>Imports Correct Std Error</th>\n",
       "      <th>Execution Correct Std Error</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>chain</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>LangGraph</th>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.807692</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.044625</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>No LangGraph</th>\n",
       "      <td>0.987342</td>\n",
       "      <td>0.556962</td>\n",
       "      <td>0.012578</td>\n",
       "      <td>0.055888</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "              Fraction Imports Correct  Fraction Execution Correct  \\\n",
       "chain                                                                \n",
       "LangGraph                     1.000000                    0.807692   \n",
       "No LangGraph                  0.987342                    0.556962   \n",
       "\n",
       "              Imports Correct Std Error  Execution Correct Std Error  \n",
       "chain                                                                 \n",
       "LangGraph                      0.000000                     0.044625  \n",
       "No LangGraph                   0.012578                     0.055888  "
      ]
     },
     "execution_count": 40,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import pandas as pd\n",
    "import seaborn as sns\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "def group_standard_error(group):\n",
    "    \"\"\"\n",
    "    Calculate the standard error for the 'correct' column in a given group.\n",
    "\n",
    "    The function assumes the 'correct' column contains binary values (0 or 1).\n",
    "    It computes the standard error based on the formula for the standard error\n",
    "    of a proportion, which is sqrt(p * (1 - p) / n), where p is the proportion\n",
    "    of successes (1s) and n is the total number of trials.\n",
    "\n",
    "    Args:\n",
    "    group (pd.DataFrame): A DataFrame group with a 'correct' column.\n",
    "\n",
    "    Returns:\n",
    "    pd.Series: A series containing the standard error of the 'correct' column.\n",
    "    \"\"\"\n",
    "    # 3 trials x 20 questions per trial = 60\n",
    "    total_trials = len(group) \n",
    "    std_errors = {}\n",
    "    for column in [\"feedback.check_import\",\"feedback.check_execution\"]:\n",
    "        # Number correct\n",
    "        occurrences = group[column].sum()\n",
    "        # Total trials\n",
    "        fraction = occurrences / total_trials\n",
    "        # Standard error\n",
    "        std_errors[column] = (fraction * (1 - fraction) / total_trials) ** 0.5\n",
    "    return pd.Series(std_errors)\n",
    "\n",
    "# Calculate standard errors\n",
    "std_errors = final_df.groupby([\"chain\"]).apply(group_standard_error)\n",
    "\n",
    "# Calculate the fraction of correct answers\n",
    "grouped_frac_correct = final_df.groupby('chain')[[\"feedback.check_import\",\"feedback.check_execution\"]].sum() / final_df.groupby('chain')[[\"feedback.check_import\",\"feedback.check_execution\"]].count()\n",
    "\n",
    "# Concatenate the fraction correct data with the standard errors\n",
    "correct_frac_and_errors = pd.concat([grouped_frac_correct, std_errors], axis=1)\n",
    "\n",
    "# If you want to rename the columns for clarity\n",
    "correct_frac_and_errors.columns = [\"Fraction Imports Correct\", \"Fraction Execution Correct\", \"Imports Correct Std Error\", \"Execution Correct Std Error\"]\n",
    "correct_frac_and_errors"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "id": "b737b809-04dc-49f1-b070-f0609898e9d3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 2000x900 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "\n",
    "def plt_combined_bar_graph(df, fraction_fields, error_fields, titles, ylabels):\n",
    "    \"\"\"\n",
    "    Plot bar graphs with error bars for specified fields in the provided DataFrame as subplots.\n",
    "\n",
    "    Args:\n",
    "    df (pd.DataFrame): The DataFrame containing the data to be plotted.\n",
    "    fraction_fields (list[str]): List of column names in the DataFrame to be plotted on the y-axis for fractions.\n",
    "    error_fields (list[str]): List of column names in the DataFrame to be plotted for standard errors.\n",
    "    titles (list[str]): Titles of the plots.\n",
    "    ylabels (list[str]): Labels for the y-axis.\n",
    "\n",
    "    This function does not return any value but displays the bar graph.\n",
    "    \"\"\"\n",
    "    n = len(fraction_fields)  # Number of plots to create\n",
    "    fig, axs = plt.subplots(1, n, figsize=(10 * n, 9), sharey=True)\n",
    "    \n",
    "    for i, (fraction_field, error_field, title, ylabel) in enumerate(zip(fraction_fields, error_fields, titles, ylabels)):\n",
    "        barplot = sns.barplot(\n",
    "            x=\"chain\",\n",
    "            y=fraction_field,\n",
    "            data=df.sort_values(\"chain\", ascending=False),  # Sort the DataFrame to reverse the order\n",
    "            ax=axs[i],\n",
    "            capsize=0.1,\n",
    "            errorbar=None \n",
    "        )\n",
    "\n",
    "        # Add error bars manually\n",
    "        for j, bar in enumerate(barplot.patches):\n",
    "            # Get the error for the current bar\n",
    "            error = df.sort_values(\"chain\", ascending=False)[error_field].iloc[j]\n",
    "            # Add error bars to each bar\n",
    "            axs[i].errorbar(\n",
    "                x=bar.get_x() + bar.get_width() / 2,\n",
    "                y=bar.get_height(),\n",
    "                yerr=error,\n",
    "                fmt='none',\n",
    "                capsize=5,\n",
    "                color='black'\n",
    "            )\n",
    "\n",
    "        axs[i].set_title(title)\n",
    "        axs[i].set_xlabel(\"Chain\")\n",
    "        axs[i].set_ylabel(ylabel)\n",
    "\n",
    "    plt.tight_layout()\n",
    "    plt.show()\n",
    "\n",
    "# Define the columns and labels for the plots\n",
    "fraction_fields = [\"Fraction Imports Correct\", \"Fraction Execution Correct\"]\n",
    "error_fields = [\"Imports Correct Std Error\", \"Execution Correct Std Error\"]\n",
    "\n",
    "titles = [\n",
    "    \"Feedback Check Import Fraction by Chain\",\n",
    "    \"Feedback Check Execution Fraction by Chain\"\n",
    "]\n",
    "ylabels = [\"Fraction Correct\", \"Fraction Correct\"]\n",
    "\n",
    "# Call the function with the specified arguments\n",
    "plt_combined_bar_graph(correct_frac_and_errors, fraction_fields, error_fields, titles, ylabels)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "50c26dac-6825-4001-9cb5-4a4691a9685d",
   "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": "3.9.16"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}