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@arizeai/phoenix-mcp

Official
by Arize-ai
manual_instrumentation_tutorial.ipynb251 kB
{ "cells": [ { "cell_type": "markdown", "metadata": { "id": "Dl-e7qmlmAtu" }, "source": [ "<center>\n", " <p style=\"text-align:center\">\n", " <img alt=\"phoenix logo\" src=\"https://storage.googleapis.com/arize-phoenix-assets/assets/phoenix-logo-light.svg\" width=\"200\"/>\n", " <br>\n", " <a href=\"https://arize.com/docs/phoenix/\">Docs</a>\n", " |\n", " <a href=\"https://github.com/Arize-ai/phoenix\">GitHub</a>\n", " |\n", " <a href=\"https://arize-ai.slack.com/join/shared_invite/zt-2w57bhem8-hq24MB6u7yE_ZF_ilOYSBw#/shared-invite/email\">Community</a>\n", " </p>\n", "</center>\n", "<h1 align=\"center\">LLM Ops - Manual Instrumentation</h1>\n", "\n", "In this tutorial we will learn how to manually instrument an LLM powered application.\n", "\n", "The application processes user input text, utilizing a language model to determine whether the intent behind the input is to make a purchase or to seek information.\n", "* If the intent is identified as a purchase, the application recommends the most suitable product matching the user's preferences.\n", "* Conversely, if the user's intent is to inquire, the application retrieves the most relevant document to provide an accurate answer to the question posed.\n", "\n", "\n", "⚠️ This tutorial requires an OpenAI key to run\n", "\n", "![image.png](data:image/png;base64,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)" ] }, { "cell_type": "markdown", "metadata": { "id": "7aNKdhI5vDJN" }, "source": [ "# Install Libraries" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "!pip install openai \\\n", " opentelemetry-api \\\n", " opentelemetry-sdk \\\n", " openinference-semantic-conventions \\\n", " openinference-instrumentation-openai \\\n", " opentelemetry-exporter-otlp \\\n", " arize-phoenix \\\n", " 'httpx<0.28'" ] }, { "cell_type": "markdown", "metadata": { "id": "EGbQrmc1vid6" }, "source": [ "## Import Libraries" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "import json\n", "import os\n", "from getpass import getpass\n", "from io import StringIO\n", "\n", "import openai\n", "import opentelemetry\n", "import pandas as pd\n", "from openai import OpenAI\n", "from openinference.instrumentation.openai import OpenAIInstrumentor\n", "from openinference.semconv.trace import OpenInferenceSpanKindValues, SpanAttributes\n", "from opentelemetry import trace as trace_api\n", "from opentelemetry.exporter.otlp.proto.http.trace_exporter import OTLPSpanExporter\n", "from opentelemetry.sdk import trace as trace_sdk\n", "from opentelemetry.sdk.resources import Resource\n", "from opentelemetry.sdk.trace.export import SimpleSpanProcessor" ] }, { "cell_type": "markdown", "metadata": { "id": "EXVOHnY8DChH" }, "source": [ "## Custom Tracing\n", "\n", "Create the tracer provider setup to Phoenix." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "resource = Resource(attributes={})\n", "tracer_provider = trace_sdk.TracerProvider(resource=resource)\n", "span_exporter = OTLPSpanExporter(endpoint=\"http://localhost:6006/v1/traces\")\n", "span_processor = SimpleSpanProcessor(span_exporter=span_exporter)\n", "tracer_provider.add_span_processor(span_processor=span_processor)\n", "trace_api.set_tracer_provider(tracer_provider=tracer_provider)\n", "\n", "tracer = trace_api.get_tracer(__name__)\n", "\n", "# Because we are using Open AI, we will use this along with our custom instrumentation\n", "OpenAIInstrumentor().instrument(skip_dep_check=True)" ] }, { "cell_type": "markdown", "metadata": { "id": "y7eykx3XwI_i" }, "source": [ "## Initialize Phoenix UI\n", "\n", "This will take a few seconds to start up the UI" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "import phoenix as px\n", "\n", "px.launch_app().view()" ] }, { "cell_type": "markdown", "metadata": { "id": "6QgFJE1-38V5" }, "source": [ "### Create Sample Data\n", "\n", "Sample data is dispersed in three DataFrames:\n", "\n", "* `my_items` - Item data (Item, Price (USD),\tDescription, Stars, Best Use, Material, and Warranty)\n", "\n", "* `policy_data` - Policy questions, answers, and category\n", "\n", "* `customer_inputs` - Customer questions/ inquiries (Customer ID, Premium Customer, and question)\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "my_items = \"\"\"\n", "Item|Price (USD)|Description|Stars|Best Use|Material|Warranty\n", "Smart LED Light Bulb|$19.99|Control your lights remotely with your phone. Compatible with Alexa and Google Assistant.|4.5|Home automation|Plastic|1 year\n", "Portable Bluetooth Speaker|$39.99|Waterproof, with 10-hour battery life. Connects seamlessly with Bluetooth-enabled devices.|4.3|Outdoor activities|Aluminum|2 years\n", "Stainless Steel Water Bottle|$24.95|Double-walled, vacuum-insulated bottle. Keeps drinks hot for 12 hours and cold for 24 hours.|4.7|Gym and travel|Stainless steel|Lifetime\n", "Wireless Charging Pad|$29.99|Charges compatible smartphones without the need for cables. Sleek design with LED indicator.|4.2|Office and home|Plastic|1 year\n", "Fitness Tracker Watch|$49.95|Tracks steps, heart rate, and sleep quality. Syncs with smartphone for notifications.|4.4|Fitness and health|Silicone|2 years\n", "Resistance Bands Set|$14.99|Set of 5 bands with varying resistance levels. Perfect for home workouts or gym sessions.|4.6|Home and gym|Latex|1 year\n", "Electric Kettle|$34.99|Boils water quickly and efficiently. Auto-shutoff feature for safety. Capacity: 1.7 liters.|4.8|Kitchen|Stainless steel|2 years\n", "Travel Neck Pillow|$19.99|Memory foam pillow with adjustable closure. Provides support during long flights or road trips.|4.5|Travel|Memory foam|1 year\n", "Kindle E-reader|$89.99|High-resolution display with built-in adjustable light. Holds thousands of books. Battery lasts weeks.|4.9|Reading|Plastic|1 year\n", "Reusable Silicone Food Storage Bags|$12.95|Eco-friendly alternative to plastic bags. Dishwasher and microwave safe. Set of 6 in various sizes.|4.7|Kitchen|Silicone|2 years\n", "\"\"\"\n", "\n", "policy_data = \"\"\"\n", "Question|Answer|Category\n", "What is your return policy?|Our return policy lasts 30 days. If 30 days have gone by since your purchase, unfortunately, we can’t offer you a refund or exchange. To be eligible for a return, your item must be unused and in the same condition that you received it. It must also be in the original packaging.|Return Policy\n", "How long does delivery take?|Standard delivery times vary by location. Orders within the continental U.S. typically arrive within 3-5 business days. International deliveries can take anywhere from 7-21 business days, depending on customs and local delivery speeds.|Delivery Time\n", "Do you offer international shipping?|Yes, we ship to over 100 countries worldwide. Shipping costs and times vary depending on the destination. All applicable duties and taxes will be paid by the recipient.|International Shipping\n", "Can I change or cancel my order after placing it?|You can change or cancel your order within 1 hour of placing it. Please contact our customer service team as soon as possible. Once the order has moved to the processing stage, we're unable to cancel or make changes.|Order Modification\n", "What payment methods do you accept?|We accept all major credit cards, PayPal, and Apple Pay. For certain countries, we also accept local payment methods; these will be displayed at checkout.|Payment Options\n", "Is it safe to shop on your website?|Absolutely. We use SSL encryption to ensure all your personal information is encrypted before transmission. We do not store credit card details nor have access to your credit card information.|Security\n", "What do I do if my order arrives damaged or incorrect?|Please contact us within 48 hours of receiving your order with photographic evidence of the damage or incorrect item. We will arrange for a replacement or refund as quickly as possible.|Damaged or Incorrect Orders\n", "How can I track my order?|Once your order has been shipped, you will receive an email with a tracking number and a link to track your package.|Order Tracking\n", "Do you offer gift wrapping services?|Yes, we offer gift wrapping for a small additional charge. You can select this option at checkout and include a personalized message if desired.|Gift Services\n", "What is your policy on sustainability and eco-friendliness?|We're committed to reducing our environmental impact. We use eco-friendly packaging and partner with suppliers who prioritize sustainable practices. Additionally, we support various environmental initiatives each year.|Sustainability\n", "\"\"\"\n", "\n", "customer_inputs = \"\"\"\n", "Customer ID|Premium Customer|Customer Input\n", "Cust789|Yes|I need a new Kindle E-reader for my reading hobby. Are there any discounts currently?\n", "Cust456|No|Looking for a durable water bottle for my daily runs. Is the Stainless Steel Water Bottle available?\n", "Cust567|Yes|How can I track my Portable Bluetooth Speaker order?\n", "Cust123|Yes|I'm interested in smart home gadgets. Do you have the Smart LED Light Bulb in stock?\n", "Cust234|No|What is your return policy for the Kindle E-reader if I'm not satisfied?\n", "Cust890|No|Do you offer international shipping for the Fitness Tracker Watch?\n", "\"\"\"" ] }, { "cell_type": "markdown", "metadata": { "id": "5kYqAC0JflP2" }, "source": [ "### Format Customer Data" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "items_df = pd.read_csv(StringIO(my_items.strip()), delimiter=\"|\")\n", "policy_df = pd.read_csv(StringIO(policy_data.strip()), delimiter=\"|\")\n", "customer_inputs_df = pd.read_csv(StringIO(customer_inputs.strip()), delimiter=\"|\")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "items_df.head()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "policy_df.head()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "customer_inputs_df.head()" ] }, { "cell_type": "markdown", "metadata": { "id": "i5Cvf5uLDPfQ" }, "source": [ "### Input OpenAI API Key\n", "\n", "When prompted, enter your API key." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "if not (openai_api_key := os.getenv(\"OPENAI_API_KEY\")):\n", " openai_api_key = getpass(\"🔑 Enter your OpenAI API key: \")\n", "openai.api_key = openai_api_key\n", "os.environ[\"OPENAI_API_KEY\"] = openai_api_key" ] }, { "cell_type": "markdown", "metadata": { "id": "TKshtt2ZF2lZ" }, "source": [ "### Create Prompts\n", "\n", "We'll create prompts for tracing data we wish to collect.\n", "\n", "\n", "* Customer intent prompt - Classifies if the customer is asking about a purchase or general inquiry\n", "* Customer QA Prompt - Prompt to help answer general inquiries\n", "* Item Search Prompt - Prompt about purchase questions" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "customer_intent_prompt = \"\"\"\n", "You are a helpful assistant designed to output JSON. Classify the following customer text as either a 'purchase' or 'query'.\n", "\n", "To help define the difference between purchae and query:\n", "- A purchase is a customer asking about a specific item or function of an item with the intent to purchase.\n", "- A query is likely asking about policies on returns, shipping, order modifications, and general inquiries outside of seeking to purchase an item.\n", "\n", "Choose the \"purchase\" category if you see both purchase and query intent.\n", "key: customer_intent\n", "value: 'purchase' or a 'query'\n", "\n", "If intent is purchase, append another key 'shopping_category' and the value should be one of the following:\n", "['Fitness and health',\n", " 'Gym and travel',\n", " 'Home and gym',\n", " 'Home automation',\n", " 'Kitchen',\n", " 'Office and home',\n", " 'Outdoor activities',\n", " 'Reading',\n", " 'Travel']\n", "\n", "If intent is query, append another key 'query_category' and the value should be one of the following:\n", "['Damaged or Incorrect Orders',\n", " 'Delivery Time',\n", " 'Gift Services',\n", " 'International Shipping',\n", " 'Order Modification',\n", " 'Order Tracking',\n", " 'Payment Options',\n", " 'Return Policy',\n", " 'Security',\n", " 'Sustainability']\n", "\"\"\"\n", "\n", "customer_qa_prompt = \"\"\"\n", "You are a helpful assistant designed to output JSON. Assist with answering customer queries about policies on returns, shipping, order modifications, and general inquiries for an e-commerce shop.\n", "\n", "When responding to a customer query, carefully consider the context of their question and provide a clear, detailed response. Your response should informatively guide the customer on the next steps they can take or the information they're seeking.\n", "\n", "Output JSON where the key is \"customer_response\" and the value is your objective and detailed answer to the customer's query. If additional policy details are relevant, include them in your response to ensure the customer receives complete and accurate guidance.\n", "\n", "Structure your response as follows:\n", "\n", "key: \"customer_response\"\n", "value: \"<Your objective, detailed response here>\"\n", "\n", "The objective is to fully address the customer's concern, providing them with precise information and clear next steps where applicable, without unnecessary embellishments.\n", "\"\"\"\n", "\n", "item_search_prompt = \"\"\"\n", "You are a helpful assistant designed to output JSON. Support the shopping process for customers in an e-commerce shop.\n", "\n", "When an item matches the customer's search criteria, your response should offer a concise and objective description of the item, focusing on its features, price, how it addresses their product search and any relevant details pertinent to the customer's needs.\n", "\n", "Output JSON where the key is \"customer_response\" and the value is a thorough description of the item. Highlight the item's features and specifications that meet the customer's requirements and any additional information necessary for an informed purchase.\n", "\n", "Structure your response as follows:\n", "\n", "key: \"customer_response\"\n", "value: \"<Your detailed, objective description here>\"\n", "\n", "The goal is to equip the customer with all the necessary information about the item, focusing on providing factual and relevant details to assist them in their decision-making process.\n", "\"\"\"" ] }, { "cell_type": "markdown", "metadata": { "id": "4y0aNEnRsjPr" }, "source": [ "## Define Functions\n", "\n", "Each function performs a specific task in manual instrumentation. Refer to function descriptions for more information." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "def openai_classify_user_intent(\n", " user_prompt: str, user_payload_json: str, tracer: opentelemetry.sdk.trace.Tracer\n", ") -> str:\n", " \"\"\"\n", " Classify the user intent as either a purchase or an inquiry using the OpenAI API\n", "\n", " Parameters\n", " ----------\n", " user_prompt : str\n", " Prompt template for OpenAI API\n", " user_payload_json : str\n", " User JSON payload with Customer ID, Customer Input, and Premium Customer\n", " tracer : opentelemetry.sdk.trace.Tracer\n", " Tracer to handle span creation\n", "\n", " Returns\n", " -------\n", " str\n", " JSON formatted string of the user payload with the updated response from the OpenAI API\n", " \"\"\"\n", " with tracer.start_as_current_span(\"Classify User Intent\") as span: # Define Span Name & Start\n", " user_payload_dict = json.loads(user_payload_json)\n", " customer_input = user_payload_dict.get(\"Customer Input\", \"\")\n", " response_dict = call_openai_api(user_prompt, customer_input)\n", " user_payload_dict.update(response_dict)\n", "\n", " # Define Custom Attribute String - Customer ID\n", " span.set_attribute(\"customerID.name\", user_payload_dict[\"Customer ID\"])\n", " # Define Custom Attribute String - Customer Input\n", " span.set_attribute(\"customerInput.name\", user_payload_dict[\"Customer Input\"])\n", " # Define Custom Attribute String - Premium Customer Bool String\n", " span.set_attribute(\"premiumCustomer.name\", user_payload_dict[\"Premium Customer\"])\n", "\n", " # Define Span Type as \"CHAIN\"\n", " span.set_attribute(\n", " SpanAttributes.OPENINFERENCE_SPAN_KIND, OpenInferenceSpanKindValues.CHAIN.value\n", " )\n", "\n", " # Set Status Code\n", " span.set_status(trace_api.StatusCode.OK)\n", "\n", " return json.dumps(user_payload_dict)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "def item_search(\n", " user_payload_json: str,\n", " items_df: pd.DataFrame,\n", " tracer: opentelemetry.sdk.trace.Tracer,\n", ") -> str:\n", " \"\"\"Create span of the search for a purchase item\n", "\n", " Parameters\n", " ----------\n", " user_payload_json : str\n", " Item payload JSON string\n", " items_df : pd.DataFrame\n", " DataFrame containting item data\n", " tracer : opentelemetry.sdk.trace.Tracer\n", " Tracer to handle span creation\n", "\n", " Returns\n", " -------\n", " str\n", " JSON formatted string of the item payload\n", " \"\"\"\n", " # Define Span Name & Start\n", " with tracer.start_as_current_span(\"Search for Purchase Item\") as span:\n", " trace_api.get_current_span()\n", " user_payload_dict = json.loads(user_payload_json)\n", " updated_dict = update_payload_with_search_results(\n", " user_payload_dict, items_df, \"Best Use\", \"shopping_category\"\n", " )\n", "\n", " # Define Custom Attribute String - Shopping Category String\n", " span.set_attribute(\"shopping_category.name\", updated_dict[\"shopping_category\"])\n", "\n", " # Define Custom Attribute String - Item String\n", " span.set_attribute(\"Item.name\", updated_dict[\"Item\"])\n", "\n", " # Define Custom Attribute Value - Stars Value\n", " span.set_attribute(\"Stars.value\", updated_dict[\"Stars\"])\n", "\n", " # Define Span Type as \"CHAIN\"\n", " span.set_attribute(\n", " SpanAttributes.OPENINFERENCE_SPAN_KIND, OpenInferenceSpanKindValues.CHAIN.value\n", " )\n", "\n", " # Set Status Code\n", " span.set_status(trace_api.StatusCode.OK)\n", "\n", " return json.dumps(updated_dict)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "def answer_search(\n", " user_payload_json: str,\n", " policy_df: pd.DataFrame,\n", " tracer: opentelemetry.sdk.trace.Tracer,\n", ") -> str:\n", " \"\"\"If customer intent is an inquiry, search for the answer in the policy data\n", "\n", " Parameters\n", " ----------\n", " user_payload_json : str\n", " JSON formatted string of the user payload\n", " policy_df : pd.DataFrame\n", " Dataframe of policy data\n", " tracer : opentelemetry.sdk.trace.Tracer\n", " Tracer to handle span creation\n", "\n", " Returns\n", " -------\n", " str\n", " JSON formatted string of the answer payload\n", " \"\"\"\n", " # Define Span Name & Start\n", " with tracer.start_as_current_span(\"Search for Query Answer\") as span:\n", " user_payload_dict = json.loads(user_payload_json)\n", " updated_dict = update_payload_with_search_results(\n", " user_payload_dict, policy_df, \"Category\", \"query_category\"\n", " )\n", "\n", " keys_to_update = {\"Question\", \"Answer\"}\n", " updated_dict = {\n", " k: v for k, v in updated_dict.items() if k in keys_to_update or k in user_payload_dict\n", " }\n", "\n", " # Define Custom Attribute String - Shopping Category String\n", " span.set_attribute(\"query_category.name\", updated_dict[\"Category\"])\n", " # Define Define Custom Attribute String - Query Text String\n", " span.set_attribute(\"query_text.name\", updated_dict[\"Question\"])\n", " # Define Define Custom Attribute String - Reference Text String\n", " span.set_attribute(\"reference_text.name\", updated_dict[\"Answer\"])\n", "\n", " # Define Span Type as \"CHAIN\"\n", " span.set_attribute(\n", " SpanAttributes.OPENINFERENCE_SPAN_KIND, OpenInferenceSpanKindValues.CHAIN.value\n", " )\n", "\n", " # Set Status Code\n", " span.set_status(trace_api.StatusCode.OK)\n", "\n", " return json.dumps(updated_dict)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "def item_search_response(\n", " user_payload_json: str,\n", " item_search_prompt: str,\n", " tracer: opentelemetry.sdk.trace.Tracer,\n", ") -> str:\n", " \"\"\"Query response when customer asks a purchase question\n", "\n", " Parameters\n", " ----------\n", " user_payload_json : str\n", " JSON formatted string for prompt template input\n", " item_search_prompt : str\n", " Item search prompt template\n", " tracer : opentelemetry.sdk.trace.Tracer\n", " Tracer to handle span creation\n", "\n", " Returns\n", " -------\n", " str\n", " JSON formatted string of item search payload\n", " \"\"\"\n", " # Define Span Name & Start\n", " with tracer.start_as_current_span(\"Item Search Response\") as span:\n", " user_payload_dict = json.loads(user_payload_json)\n", " customer_input = user_payload_dict.get(\"Customer Input\", \"\")\n", " response_dict = call_openai_api(item_search_prompt, customer_input)\n", " user_payload_dict.update(response_dict)\n", "\n", " # Define Span Type as \"CHAIN\"\n", " span.set_attribute(\n", " SpanAttributes.OPENINFERENCE_SPAN_KIND, OpenInferenceSpanKindValues.CHAIN.value\n", " )\n", "\n", " # Set Status Code\n", " span.set_status(trace_api.StatusCode.OK)\n", "\n", " return json.dumps(user_payload_dict)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "def query_search_response(\n", " user_payload_json: str,\n", " customer_qa_prompt: str,\n", " tracer: opentelemetry.sdk.trace.Tracer,\n", ") -> str:\n", " \"\"\"Query response when customer has an inquiry\n", "\n", " Parameters\n", " ----------\n", " user_payload_json : str\n", " JSON formatted string for Q&A prompt template input\n", " customer_qa_prompt : str\n", " Customer Q&A prompt template\n", " tracer : opentelemetry.sdk.trace.Tracer\n", " Tracer to handle span creation\n", "\n", " Returns\n", " -------\n", " str\n", " JSON formatted string of query search payload\n", " \"\"\"\n", " # Define Span Name & Start\n", " with tracer.start_as_current_span(\"Query Search Response\") as span:\n", " user_payload_dict = json.loads(user_payload_json)\n", " customer_input = user_payload_dict.get(\"Customer Input\", \"\")\n", " response_dict = call_openai_api(customer_qa_prompt, customer_input)\n", " user_payload_dict.update(response_dict)\n", "\n", " # Define Span Type as \"CHAIN\"\n", " span.set_attribute(\n", " SpanAttributes.OPENINFERENCE_SPAN_KIND, OpenInferenceSpanKindValues.CHAIN.value\n", " )\n", "\n", " # Set Status Code\n", " span.set_status(trace_api.StatusCode.OK)\n", "\n", " return json.dumps(user_payload_dict)" ] }, { "cell_type": "markdown", "metadata": { "id": "4-Uu5OEj0gBL" }, "source": [ "#### Helper Functions\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "def call_openai_api(user_prompt: str, user_input: str) -> dict:\n", " \"\"\"Issue requests to the OpenAI API\n", "\n", " Parameters\n", " ----------\n", " user_prompt : str\n", " Prompt template for OpenAI API\n", " user_input : str\n", " Prompt input for OpenAI API\n", "\n", " Returns\n", " -------\n", " dict\n", " Dictionary of response from OpenAI API\n", " \"\"\"\n", " client = OpenAI()\n", " try:\n", " response = client.chat.completions.create(\n", " model=\"gpt-3.5-turbo\",\n", " response_format={\"type\": \"json_object\"},\n", " messages=[\n", " {\"role\": \"system\", \"content\": user_prompt},\n", " {\"role\": \"user\", \"content\": user_input},\n", " ],\n", " )\n", " return json.loads(response.choices[0].message.content)\n", " except Exception as e:\n", " print(f\"Error calling OpenAI API: {e}\")\n", " return {}\n", "\n", "\n", "def update_payload_with_search_results(\n", " user_payload_dict: dict, search_df: pd.DataFrame, search_column: str, match_key: str\n", ") -> dict:\n", " \"\"\"Update user payload with search results\n", "\n", " Parameters\n", " ----------\n", " user_payload_dict : dict\n", " Dictionary of user data key-value pairs\n", " search_df : pd.DataFrame\n", " DataFrame of of item or policy data\n", " search_column : str\n", " Column to subset DataFrame\n", " match_key : str\n", " Key name to query in user_payload_dict\n", "\n", " Returns\n", " -------\n", " dict\n", " Dictionary of updated user payload\n", " \"\"\"\n", " search_key_value = user_payload_dict.get(match_key, \"\")\n", " matching_row = search_df[search_df[search_column] == search_key_value].iloc[0].to_dict()\n", " user_payload_dict.update(matching_row)\n", " return user_payload_dict\n", "\n", "\n", "def pretty_print_result(result_dict: dict) -> str:\n", " \"\"\"Format the output results\n", "\n", " Parameters\n", " ----------\n", " result_dict : dict\n", " Dictionary of results\n", "\n", " Returns\n", " -------\n", " str\n", " String of key and value pairs\n", " \"\"\"\n", " for key, value in result_dict.items():\n", " print(f\"{key}: {value}\")\n", " print(f\"\\n{'-' * 50}\\n\")" ] }, { "cell_type": "markdown", "metadata": { "id": "RI9cIPKpfDGx" }, "source": [ "## Run LLM Application\n", "\n", "Once all functions are defined, we will call them within `run_llm_app`, a centralized function.\n", "\n", "As the function runs per query, note tracing data will populate within Phoenix." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "def run_llm_app(\n", " row_json: str, customer_intent_prompt: str, tracer: opentelemetry.sdk.trace.Tracer\n", ") -> dict:\n", " \"\"\"Run manual instrumentation of the LLM application\n", "\n", " Parameters\n", " ----------\n", " row_json : str\n", " JSON formatted string of row data\n", " customer_intent_prompt : str\n", " Customer intent prompt (is customer asking a about purchases or a separate query)\n", " tracer : opentelemetry.sdk.trace.Tracer\n", " Tracer to handle span creation\n", "\n", " Returns\n", " -------\n", " dict\n", " Dictionary of response results\n", " \"\"\"\n", " # Define Span Name & Start\n", " with tracer.start_as_current_span(\"Customer Session\") as span:\n", " # Define Open Inference Semanantic Convention - Input\n", " span.set_attribute(\"input.value\", row[\"Customer Input\"])\n", "\n", " if not isinstance(row_json, str):\n", " row_json = row_json.to_json()\n", "\n", " intent_response_json = openai_classify_user_intent(\n", " customer_intent_prompt, row_json, tracer=tracer\n", " )\n", " intent_response_dict = json.loads(intent_response_json)\n", "\n", " intent = intent_response_dict.get(\"customer_intent\")\n", " if intent == \"purchase\":\n", " result_purchase_json = item_search(intent_response_json, items_df, tracer=tracer)\n", " result_purchase_dict = json.loads(result_purchase_json)\n", " return_result_response_json = item_search_response(\n", " json.dumps(result_purchase_dict), item_search_prompt, tracer=tracer\n", " )\n", "\n", " elif intent == \"query\":\n", " result_query_json = answer_search(intent_response_json, policy_df, tracer=tracer)\n", " result_query_dict = json.loads(result_query_json)\n", " return_result_response_json = query_search_response(\n", " json.dumps(result_query_dict), customer_qa_prompt, tracer=tracer\n", " )\n", "\n", " else:\n", " return_result_response_json = json.dumps(\n", " {\n", " \"message\": \"Sorry, I couldn't help out. Please reach out to support for more help.\"\n", " }\n", " )\n", "\n", " result_response_dict = json.loads(return_result_response_json)\n", "\n", " # Define Open Inference Semanantic Convention - Output\n", " span.set_attribute(\"output.value\", result_response_dict[\"customer_response\"])\n", "\n", " # Define Custom Attribute String - Customer ID\n", " span.set_attribute(\"customerID.name\", result_response_dict[\"Customer ID\"])\n", "\n", " # Define Custom Attribute String - Premium Customer Bool String\n", " span.set_attribute(\"premiumCustomer.name\", result_response_dict[\"Premium Customer\"])\n", "\n", " # Define Span Type as \"CHAIN\"\n", " span.set_attribute(\n", " SpanAttributes.OPENINFERENCE_SPAN_KIND, OpenInferenceSpanKindValues.CHAIN.value\n", " )\n", "\n", " # Set Status Code\n", " span.set_status(trace_api.StatusCode.OK)\n", "\n", " return result_response_dict" ] }, { "cell_type": "markdown", "metadata": { "id": "ogcSgcD4MFEf" }, "source": [ "## Submit Queries to LLM\n", "\n", "Once `run_llm_app` is defined, the cell below does the following:\n", "* Convert each DataFrame row to JSON format\n", "* Runs the LLM application per row, and populate within Phoenix\n", "* Formats output in the notebook" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "for _, row in customer_inputs_df.iterrows():\n", " row_json = row.to_json()\n", " result = run_llm_app(row_json, customer_intent_prompt, tracer=tracer)\n", " pretty_print_result(result)" ] }, { "cell_type": "markdown", "metadata": { "id": "ScUuL5Xd2cGF" }, "source": [ "## Additional Resources - Attributes\n", "\n", "As your adding attributes make sure to visit the [Semantic Conventions documentation](https://github.com/Arize-ai/openinference/blob/main/spec/semantic_conventions.md) - this will tell you what you will likely define from an attribute perspective\n", "\n", "For custom attributes, visit the [Custom Spans documentation](https://arize.com/docs/phoenix/tracing/how-to-tracing/custom-spans#add-attributes-to-a-span). This will help you to define custom attributes and other data outside of the Open Inference Semantic Conventions" ] } ], "metadata": { "language_info": { "name": "python" } }, "nbformat": 4, "nbformat_minor": 4 }

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