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1. Introduction \n\nThe goal of this notebook is to use the Gemma LLM to accomplish the following data science oriented tasks:\n\n- Explain or teach concepts from Kaggle competition solution write-ups.\n\nIn this notebook, Gemma 2B is combined with LangChain to condense Kaggle solution write-ups via prompt engineering and retrieval-augmented generation (RAG). As Gemma is not initally supported by LangChain, the Gemma 2B is wrapped as a custom model within LangChain.\n\nThe preparation of the dataset follows \n1. [Kaggle solutions](https://farid.one/kaggle-solutions/), \n2. [2023 Kaggle writeup report](https://www.kaggle.com/competitions/2023-kaggle-ai-report) and \n3. [Kaggle metadata](https://www.kaggle.com/datasets/kaggle/meta-kaggle/discussion/59870). \n\nAs a result, the dataset consists of an abundance of information from Kaggle write-ups including competition names, team names, teams places and scores of teams in a competition. \n\nThe process of summarizing, explaining, or teaching Kaggle competition solution write-ups leverages Langchain's conversational retrieval chain. To increase the performance of the retrieval system, document data was vectorized using the [multilingual-e5 model](https://huggingface.co/intfloat/multilingual-e5-small)  and stored in [FAISS](https://github.com/facebookresearch/faiss). In addition to retrieving information from an external database, the conversational retrieval chain empowers the language model to address users' inquiries not only based on provided contexts or information but also on previous conversation. This capability enables the model to handle both new questions and follow-up questions in a conversational manner. Moreover, several improvement mechanisms have been incorporated to augment the functionality of the original conversational retrieval chain, thereby providing a superior question-and-answer experience with the language model.\n\nIn the end, a simple, interactive interface was built to test the quality of the language model's outputs in terms of helpfulness, response quality, and its ability to handle new or follow-up questions. The results of the test and suggestions for further improvement are presented in the conclusion section.","metadata":{"papermill":{"duration":0.022151,"end_time":"2024-04-13T16:30:27.730638","exception":false,"start_time":"2024-04-13T16:30:27.708487","status":"completed"},"tags":[]}},{"cell_type":"markdown","source":"# 2. Prerequisites \n\nInstalling necessary packages. ","metadata":{"papermill":{"duration":0.021102,"end_time":"2024-04-13T16:30:27.773162","exception":false,"start_time":"2024-04-13T16:30:27.752060","status":"completed"},"tags":[]}},{"cell_type":"code","source":"!pip install -q -U langchain \n!pip install -q -U keras-nlp \n!pip install -q -U keras>3 \n!pip install langchain accelerate bitsandbytes sentence_transformers --quiet \n!pip install faiss-gpu --quiet ","metadata":{"papermill":{"duration":82.832233,"end_time":"2024-04-13T16:31:50.627722","exception":false,"start_time":"2024-04-13T16:30:27.795489","status":"completed"},"tags":[],"execution":{"iopub.status.busy":"2024-04-14T18:45:26.137969Z","iopub.execute_input":"2024-04-14T18:45:26.138210Z","iopub.status.idle":"2024-04-14T18:46:47.165126Z","shell.execute_reply.started":"2024-04-14T18:45:26.138187Z","shell.execute_reply":"2024-04-14T18:46:47.163915Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## 2.1 Prepare Gemma Model","metadata":{"papermill":{"duration":0.021371,"end_time":"2024-04-13T16:31:50.670879","exception":false,"start_time":"2024-04-13T16:31:50.649508","status":"completed"},"tags":[]}},{"cell_type":"code","source":"# Import Gemma_2b\nimport os\nos.environ[\"KERAS_BACKEND\"] = \"jax\" \nos.environ[\"XLA_PYTHON_CLIENT_MEM_FRACTION\"]=\"1.00\"\nimport keras\nimport keras_nlp\ngemma_lm = keras_nlp.models.GemmaCausalLM.from_preset(\"gemma_instruct_2b_en\")","metadata":{"papermill":{"duration":69.493249,"end_time":"2024-04-13T16:33:00.185849","exception":false,"start_time":"2024-04-13T16:31:50.692600","status":"completed"},"tags":[],"execution":{"iopub.status.busy":"2024-04-14T18:46:51.238842Z","iopub.execute_input":"2024-04-14T18:46:51.239582Z","iopub.status.idle":"2024-04-14T18:48:05.201072Z","shell.execute_reply.started":"2024-04-14T18:46:51.239540Z","shell.execute_reply":"2024-04-14T18:48:05.200065Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# Test run \nprint(gemma_lm.generate(\"What is the difference between data science, machine learning, and artificial intelligence?\", max_length=512))","metadata":{"papermill":{"duration":20.969559,"end_time":"2024-04-13T16:33:21.178552","exception":false,"start_time":"2024-04-13T16:33:00.208993","status":"completed"},"tags":[],"execution":{"iopub.status.busy":"2024-04-14T18:48:05.202693Z","iopub.execute_input":"2024-04-14T18:48:05.203208Z","iopub.status.idle":"2024-04-14T18:48:25.636910Z","shell.execute_reply.started":"2024-04-14T18:48:05.203183Z","shell.execute_reply":"2024-04-14T18:48:25.635959Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"print(gemma_lm.generate(\"What is the purpose of using loops in programming, and can you give an example of when you might use a for loop versus a while loop?\", max_length=512))","metadata":{"papermill":{"duration":8.476537,"end_time":"2024-04-13T16:33:29.681842","exception":false,"start_time":"2024-04-13T16:33:21.205305","status":"completed"},"tags":[],"execution":{"iopub.status.busy":"2024-04-14T18:48:39.660319Z","iopub.execute_input":"2024-04-14T18:48:39.661070Z","iopub.status.idle":"2024-04-14T18:48:48.111512Z","shell.execute_reply.started":"2024-04-14T18:48:39.661039Z","shell.execute_reply":"2024-04-14T18:48:48.110532Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"*Given that the model was trained on a total of 6 trillion tokens, incorporating data from web documents, code, and mathematics, it appears to be equipped with sufficiently robust functionality to answer questions related to data science and related concepts.*","metadata":{"papermill":{"duration":0.021765,"end_time":"2024-04-13T16:33:40.059630","exception":false,"start_time":"2024-04-13T16:33:40.037865","status":"completed"},"tags":[]}},{"cell_type":"markdown","source":"## 2.2 Define Gemma as Custom Model for LangChain\n\nCreate a custom LLM wrapper to use Gemma as LLM.","metadata":{"papermill":{"duration":0.022032,"end_time":"2024-04-13T16:33:40.103829","exception":false,"start_time":"2024-04-13T16:33:40.081797","status":"completed"},"tags":[]}},{"cell_type":"code","source":"from typing import Any, Optional, List, Mapping\nfrom langchain_core.callbacks.manager import CallbackManagerForLLMRun\nfrom langchain_core.language_models.llms import LLM\n\nclass GemmaLC(LLM):\n    model: Any = None\n    n: int = None\n    def __init__(self, keras_model, n):\n        super(GemmaLC, self).__init__()\n        self.model = keras_model\n        self.n = n\n\n    @property\n    def _llm_type(self) -> str:\n        return \"Gemma\"\n    def _call(self, prompt: str, stop: Optional[List[str]] = None, **kwargs) -> str:\n        #system_prompt=\"\"\"You are a expert of listing, summarizing, explaining, and teaching concepts used in Kaggle writeups. You can provide not only answer to an question, but explanations or examples of how to apply an concept or its significance in the contexts of a project.\\n\\n\"\"\"\n        generated = self.model.generate(prompt, max_length=self.n)\n        split_string = generated.split(\"SUMMARY:\", 1)\n        if len(split_string) > 1:            \n            return split_string[1].lstrip('\\n')\n        else:\n            return generated.lstrip('\\n')\n    @property\n    def _identifying_params(self) -> Mapping[str, Any]:\n        \"\"\"Get the identifying parameters.\"\"\"\n        return {\"n\": self.n}","metadata":{"papermill":{"duration":0.356117,"end_time":"2024-04-13T16:33:40.481973","exception":false,"start_time":"2024-04-13T16:33:40.125856","status":"completed"},"tags":[],"execution":{"iopub.status.busy":"2024-04-14T18:48:52.731759Z","iopub.execute_input":"2024-04-14T18:48:52.732088Z","iopub.status.idle":"2024-04-14T18:48:53.078730Z","shell.execute_reply.started":"2024-04-14T18:48:52.732063Z","shell.execute_reply":"2024-04-14T18:48:53.077946Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# 3. Dataset\n\nAs the retrieval will be based on the content of each writeup, index-like information, such as competition name, in the document can be significantly helpful in terms of the retrieval of accurate documents. \n\nPublic data sources used here are: \n - (1) [Kaggle solutions](https://farid.one/kaggle-solutions/), \n - (2) [2023 Kaggle writeup report](https://www.kaggle.com/competitions/2023-kaggle-ai-report)\n - (3) [kaggle metadata](https://www.kaggle.com/datasets/kaggle/meta-kaggle/discussion/59870). ","metadata":{"papermill":{"duration":0.021892,"end_time":"2024-04-13T16:33:40.526353","exception":false,"start_time":"2024-04-13T16:33:40.504461","status":"completed"},"tags":[]}},{"cell_type":"markdown","source":"## 3.1 Scraping \n\n*Scraping competition data from [kaggle solutions](https://farid.one/kaggle-solutions/).* ","metadata":{"papermill":{"duration":0.023256,"end_time":"2024-04-13T16:33:40.572034","exception":false,"start_time":"2024-04-13T16:33:40.548778","status":"completed"},"tags":[]}},{"cell_type":"code","source":"from bs4 import BeautifulSoup\nimport requests\nurl = \"https://farid.one/kaggle-solutions/\"\nresponse = requests.get(url)\nhtml = response.text\nsoup = BeautifulSoup(html, 'html.parser')\nlinks = []\nfor li_tag in soup.find_all('li', class_='secondary'):\n    link = li_tag.find('a')\n    if link is None:\n        continue\n    if 'discussion' in link['href']:\n        medal_img = li_tag.find('img')\n        if medal_img is None:\n            continue\n        if medal_img.next_sibling is not None:\n            place = medal_img.next_sibling.strip().split(' ')[0]\n        else:\n            place = list(li_tag.find('img').children)[0].strip().split(' ')[0]\n        competition_name = li_tag.find_previous('b').text.split('. ')[-1].strip()\n        info_tuple = (link['href'], int(place[:-2]), place, competition_name)\n        links.append(info_tuple)","metadata":{"papermill":{"duration":2.662534,"end_time":"2024-04-13T16:33:43.256592","exception":false,"start_time":"2024-04-13T16:33:40.594058","status":"completed"},"tags":[],"execution":{"iopub.status.busy":"2024-04-14T18:49:02.556689Z","iopub.execute_input":"2024-04-14T18:49:02.557114Z","iopub.status.idle":"2024-04-14T18:49:05.366487Z","shell.execute_reply.started":"2024-04-14T18:49:02.557082Z","shell.execute_reply":"2024-04-14T18:49:05.365537Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"import pandas as pd\nscraped = pd.DataFrame(data=links, columns=['link', 'place', 'place_order', 'competition_name'])\nscraped.head()","metadata":{"papermill":{"duration":0.046227,"end_time":"2024-04-13T16:33:43.325370","exception":false,"start_time":"2024-04-13T16:33:43.279143","status":"completed"},"tags":[],"execution":{"iopub.status.busy":"2024-04-14T18:49:06.218850Z","iopub.execute_input":"2024-04-14T18:49:06.219467Z","iopub.status.idle":"2024-04-14T18:49:06.242363Z","shell.execute_reply.started":"2024-04-14T18:49:06.219437Z","shell.execute_reply":"2024-04-14T18:49:06.241421Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## 3.2 Combining Kaggle Writeup Report Data\nCombining competition data with\n- [2023 Kaggle writeup report](https://www.kaggle.com/competitions/2023-kaggle-ai-report) \n- [kaggle metadata](https://www.kaggle.com/datasets/kaggle/meta-kaggle/discussion/59870). ","metadata":{"papermill":{"duration":0.022101,"end_time":"2024-04-13T16:33:43.370601","exception":false,"start_time":"2024-04-13T16:33:43.348500","status":"completed"},"tags":[]}},{"cell_type":"code","source":"import numpy as np\nimport pandas as pd\ndf = pd.read_csv('../input/2023-kaggle-ai-report/kaggle_writeups_20230510.csv')\nscraped['nm'] = scraped.link.apply(lambda x: x.split('/')[-1])\ndf['nm'] = df['Writeup URL'].apply(lambda x: x.split('/')[-1])\nwriteup_mapping = dict(zip(df.nm, df['Writeup']))\nscraped['writeup'] = scraped.nm.apply(lambda x: writeup_mapping[x] if x in writeup_mapping else np.nan)\nwriteups = scraped.dropna()\nwriteups.head()","metadata":{"papermill":{"duration":0.384202,"end_time":"2024-04-13T16:33:43.776990","exception":false,"start_time":"2024-04-13T16:33:43.392788","status":"completed"},"tags":[],"execution":{"iopub.status.busy":"2024-04-14T18:49:09.998377Z","iopub.execute_input":"2024-04-14T18:49:09.999074Z","iopub.status.idle":"2024-04-14T18:49:10.364250Z","shell.execute_reply.started":"2024-04-14T18:49:09.999044Z","shell.execute_reply":"2024-04-14T18:49:10.363137Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"teams = pd.read_csv('../input/meta-kaggle/Teams.csv')\nteams = teams.dropna(axis=0, subset=['PrivateLeaderboardRank'])\nint_columns = ['TeamLeaderId', 'PrivateLeaderboardSubmissionId', 'PrivateLeaderboardRank']\nteams[int_columns] = teams[int_columns].astype(int)\nteams = teams.loc[:, ['Id', 'CompetitionId', 'TeamName'] + int_columns]\nusers = pd.read_csv('../input/meta-kaggle/Users.csv')\nusers = users.loc[:, ['Id', 'UserName', 'DisplayName']]\nusers.columns = ['UserId', 'UserName', 'DisplayName']\ncompetitions = pd.read_csv('../input/meta-kaggle/Competitions.csv')\ncompetitions = competitions[['Id', 'Title']]\ncompetitions.columns = ['CompetitionId', 'competition_name']\nsubmissions = pd.read_csv('../input/meta-kaggle/Submissions.csv')\nsubmissions = submissions[['Id', 'PublicScoreLeaderboardDisplay', 'PrivateScoreLeaderboardDisplay']]\nsubmissions.columns = ['PrivateLeaderboardSubmissionId', 'PublicScoreLeaderboardDisplay', 'PrivateScoreLeaderboardDisplay']\nteams = pd.merge(teams, competitions, how='left', on='CompetitionId')\nteams = pd.merge(teams, users, how='left', left_on='TeamLeaderId', right_on='UserId')\nteams = pd.merge(teams, submissions, how='left', on='PrivateLeaderboardSubmissionId')\nteams.head()","metadata":{"papermill":{"duration":101.763668,"end_time":"2024-04-13T16:35:25.564786","exception":false,"start_time":"2024-04-13T16:33:43.801118","status":"completed"},"tags":[],"execution":{"iopub.status.busy":"2024-04-14T18:49:13.116411Z","iopub.execute_input":"2024-04-14T18:49:13.117277Z","iopub.status.idle":"2024-04-14T18:50:55.310565Z","shell.execute_reply.started":"2024-04-14T18:49:13.117246Z","shell.execute_reply":"2024-04-14T18:50:55.309548Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"Here, we extract writeups from only top10 teams. ","metadata":{"papermill":{"duration":0.023991,"end_time":"2024-04-13T16:35:25.612063","exception":false,"start_time":"2024-04-13T16:35:25.588072","status":"completed"},"tags":[]}},{"cell_type":"code","source":"writeups = pd.merge(writeups, teams, how='left',\n                    left_on=['place', 'competition_name'],\n                    right_on=['PrivateLeaderboardRank', 'competition_name'])\nwriteups=writeups[writeups['place']<= 10]\nwriteups.head()","metadata":{"papermill":{"duration":0.352828,"end_time":"2024-04-13T16:35:25.988630","exception":false,"start_time":"2024-04-13T16:35:25.635802","status":"completed"},"tags":[],"execution":{"iopub.status.busy":"2024-04-14T18:50:59.980899Z","iopub.execute_input":"2024-04-14T18:50:59.981256Z","iopub.status.idle":"2024-04-14T18:51:00.295080Z","shell.execute_reply.started":"2024-04-14T18:50:59.981228Z","shell.execute_reply":"2024-04-14T18:51:00.294138Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"To enhance later information retrieval accuracy, we included additional details like the competition name, team placement, and team name in the write-up. Subsequently, the original write-up column was removed.","metadata":{"papermill":{"duration":0.024838,"end_time":"2024-04-13T16:35:26.038003","exception":false,"start_time":"2024-04-13T16:35:26.013165","status":"completed"},"tags":[]}},{"cell_type":"code","source":"writeups['writeup_edit'] = 'competition name: ' + writeups['competition_name'].astype(str) + \\\n                           ' place in competition: ' + writeups['place'].astype(str) + \\\n                           ' team name: ' + writeups['TeamName'].astype(str) + \\\n                           ' writeup: ' + writeups['writeup'].astype(str)\n","metadata":{"papermill":{"duration":0.043932,"end_time":"2024-04-13T16:35:26.107161","exception":false,"start_time":"2024-04-13T16:35:26.063229","status":"completed"},"tags":[],"execution":{"iopub.status.busy":"2024-04-14T18:51:04.105278Z","iopub.execute_input":"2024-04-14T18:51:04.105647Z","iopub.status.idle":"2024-04-14T18:51:04.118724Z","shell.execute_reply.started":"2024-04-14T18:51:04.105618Z","shell.execute_reply":"2024-04-14T18:51:04.117712Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"writeups.pop('writeup')","metadata":{"papermill":{"duration":0.04096,"end_time":"2024-04-13T16:35:26.176115","exception":false,"start_time":"2024-04-13T16:35:26.135155","status":"completed"},"tags":[],"execution":{"iopub.status.busy":"2024-04-14T18:51:05.931602Z","iopub.execute_input":"2024-04-14T18:51:05.931970Z","iopub.status.idle":"2024-04-14T18:51:05.941826Z","shell.execute_reply.started":"2024-04-14T18:51:05.931941Z","shell.execute_reply":"2024-04-14T18:51:05.940817Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# 4. Build RAG with Langchain\n\nRetrieval-Augmented Generation (RAG) is a potent technique that leverages the strengths of language models alongside information retrieval mechanisms extracted from external knowledge bases. It's extensively utilized to enhance language model performance, especially in tasks requiring domain-specific knowledge or access to comprehensive knowledge repositories. Through the integration of external knowledge, RAG addresses concerns such as generating inaccurate or hallucinatory responses, thereby ensuring the production of more precise and factually-grounded answers.\n\nRAG boosts language model performance by bridging the information gap between a model's pre-training data and external databases. Upon receiving a user query, the RAG paradigm searches for the most relevant information within a pre-processed and indexed data storage. This meticulous retrieval process ensures the provision of comprehensive prompts, empowering the Language Model (LLM) to craft well-informed, fact-based answers. The preprocessing of the data storage encompasses tasks such as splitting and chunking the textual content of the data, along with generating vector representations. These processes enable more accurate document retrieval, facilitating the efficient organization and retrieval of information from the data storage. The workflow of typical RAG paradigm is illustrated in the figure below. \n\n![RAG.png](attachment:0d663a18-bfdc-4d75-b1fd-30365b49da61.png)\n<p style=\"text-align: center;\">Fig. RAG. Image credit: <a href=\"https://docs.langchain.com/\">https://docs.langchain.com/</a></p>\n\n\nLangChain is a framework composed of various open-source libraries, greatly streamlining the development of Language Model (LLM)-powered applications, which is why it has been selected for this project. For further information, please visit: [LangChain Website](https://www.langchain.com/) or check out the repository on GitHub: [LangChain GitHub Repository](https://github.com/langchain-ai/langchain).\n\n","metadata":{"papermill":{"duration":0.027635,"end_time":"2024-04-13T16:35:26.233984","exception":false,"start_time":"2024-04-13T16:35:26.206349","status":"completed"},"tags":[]},"attachments":{"0d663a18-bfdc-4d75-b1fd-30365b49da61.png":{"image/png":"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"}}},{"cell_type":"markdown","source":"## 4.1 Document Loading and Splitting \n\n- Langchain document loaders: https://python.langchain.com/docs/modules/data_connection/document_loaders/\n- Langchain text splitters: https://python.langchain.com/docs/modules/data_connection/document_transformers/","metadata":{"papermill":{"duration":0.026047,"end_time":"2024-04-13T16:35:26.288065","exception":false,"start_time":"2024-04-13T16:35:26.262018","status":"completed"},"tags":[]}},{"cell_type":"code","source":"from langchain_community.document_loaders import DataFrameLoader\nfrom langchain.text_splitter import RecursiveCharacterTextSplitter\nloader = DataFrameLoader(writeups, page_content_column=\"writeup_edit\")\nraw_docs=loader.load()\ntext_splitter = RecursiveCharacterTextSplitter(\n    chunk_size=3000,\n    chunk_overlap=100,\n)\ndocs = text_splitter.split_documents(raw_docs)","metadata":{"papermill":{"duration":0.447988,"end_time":"2024-04-13T16:35:26.761357","exception":false,"start_time":"2024-04-13T16:35:26.313369","status":"completed"},"tags":[],"execution":{"iopub.status.busy":"2024-04-14T18:51:11.074973Z","iopub.execute_input":"2024-04-14T18:51:11.075896Z","iopub.status.idle":"2024-04-14T18:51:11.484724Z","shell.execute_reply.started":"2024-04-14T18:51:11.075862Z","shell.execute_reply":"2024-04-14T18:51:11.483703Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## 4.2 Storage: Allowing More Accurate Search Results with Similarity Search\n- Langchain huggingface embeddings:\n\nhttps://api.python.langchain.com/en/latest/embeddings/langchain_community.embeddings.huggingface.HuggingFaceEmbeddings.html\n- Langchain faiss: \n\nhttps://python.langchain.com/docs/integrations/vectorstores/faiss/","metadata":{"papermill":{"duration":0.023506,"end_time":"2024-04-13T16:35:26.808997","exception":false,"start_time":"2024-04-13T16:35:26.785491","status":"completed"},"tags":[]}},{"cell_type":"code","source":"from langchain.embeddings import HuggingFaceEmbeddings\nfrom langchain.vectorstores import FAISS\nmodel_name = \"intfloat/multilingual-e5-small\"\nmodel_kwargs = {'device': 'cpu'}\nencode_kwargs = {'normalize_embeddings': False}\nembeddings = HuggingFaceEmbeddings(\n    model_name=model_name,\n    model_kwargs=model_kwargs,\n    encode_kwargs=encode_kwargs\n)\nvectorstore = FAISS.from_documents(docs, embeddings)\nvectorstore.save_local(\"../kaggle/working/vectorstore\")","metadata":{"papermill":{"duration":12.877594,"end_time":"2024-04-13T16:35:39.709988","exception":false,"start_time":"2024-04-13T16:35:26.832394","status":"completed"},"tags":[],"execution":{"iopub.status.busy":"2024-04-14T19:10:59.156223Z","iopub.execute_input":"2024-04-14T19:10:59.156991Z","iopub.status.idle":"2024-04-14T19:23:34.808830Z","shell.execute_reply.started":"2024-04-14T19:10:59.156961Z","shell.execute_reply":"2024-04-14T19:23:34.807256Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## 4.3 Constructing a Conversational Retrieval Chain for Question Answering\n\nA conversational retrieval chain empowers users to converse using documents extracted from their datasets. Its typical workflow involves rephrasing user queries, leveraging conversation history if available, into standalone questions. Subsequently, it sifts through document chunks to extract the most pertinent information aligned with the rephrased query, and then crafts well-informed responses based on this retrieved data. Through this rephrasing mechanism, the system enhances its accuracy in pinpointing relevant documents, thereby facilitating robust answers and adeptly managing new and follow-up inquiries with provided contexts, particularly ambiguous ones like \"tell me more about it.\" ","metadata":{"papermill":{"duration":0.026759,"end_time":"2024-04-13T16:35:39.764921","exception":false,"start_time":"2024-04-13T16:35:39.738162","status":"completed"},"tags":[]}},{"cell_type":"markdown","source":"### 4.3.1 Prompt Engineering\n\nTwo prompts are utilized within the conversational retrieval chain: one for the question generator, responsible for query rephrasing, and the other for answering questions based on the rephrased queries and contextual information in the chain. Prompt engineering efforts have been undertaken to enhance the chain's performance. Specifically, modifications have been made to the question generator to better discern and handle both new and follow-up questions related to previous conversations. Additionally, updates have been implemented in the question answering prompt to deliver more comprehensive responses beyond mere answers to queries.","metadata":{"papermill":{"duration":0.025583,"end_time":"2024-04-13T16:35:39.817281","exception":false,"start_time":"2024-04-13T16:35:39.791698","status":"completed"},"tags":[]}},{"cell_type":"code","source":"from langchain.prompts import PromptTemplate\ntemplate_qg = \"\"\"Given the following conversation and a following question:\nIf the following question is RELEVANT and A FOLLOW-UP question to the previous conversation, rephrase it as a standalone question considering the conversation history, in its original language. \nIf the following question is NEW and UNRELATED to the previous conversation, DO NOT rephrase it and simply output it as a standalone question. \n\nChat History:\n{chat_history}\nFollowing question: {question}\nstandalone question:\"\"\"\n\nprompt_qg = PromptTemplate(\n        template=template_qg,\n        input_variables=[\"chat_history\", \"question\"],\n        output_parser=None,\n        partial_variables={},\n        template_format='f-string',\n        validate_template=True,\n)\n# Template for answering based on provided rephrased question and context\nprompt_template_qa = \"\"\"You are a expert of listing, summarizing, explaining, and teaching concepts used in Kaggle writeups. You can provide not only answer to an question, but explanations or examples of how to apply an concept or its significance in the contexts of a project.\nUse the following context to answer the question provided. \nWhen answering, DO NOT simply answer the question, but provide some additional explanations or examples along with the answer. \nIf you don't know the answer, just say that you cannot answer the question, don't try to make up an answer.\n\n{context}\n\nQuestion: {question}\nAnswer:\"\"\"\nprompt_qa = PromptTemplate(\n        template=prompt_template_qa, \n        input_variables=[\"context\", \"question\"]\n)\nchain_type_kwargs = {\"prompt\": prompt_qa}","metadata":{"execution":{"iopub.execute_input":"2024-04-13T16:35:39.872630Z","iopub.status.busy":"2024-04-13T16:35:39.871897Z","iopub.status.idle":"2024-04-13T16:35:39.952569Z","shell.execute_reply":"2024-04-13T16:35:39.951804Z"},"papermill":{"duration":0.111336,"end_time":"2024-04-13T16:35:39.954623","exception":false,"start_time":"2024-04-13T16:35:39.843287","status":"completed"},"tags":[]},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### 4.3.2 Custom Conversational Retrieval Chain\n\nSimply put, a typical conversational retrieval chain generates responses in the following three steps:\n\n1. Rephrase the question.\n2. Retrieve information based on the rephrased question.\n3. Generate an answer based on the rephrased question and retrieved information.\n\nTo enhance the performance of the chain, the following mechanisms are added:\n\n1. Dynamic threshold score calculation instead of applying fixed threshold score for each query.\n2. Reset conversation history and retry to better handle questions that are not properly identified as new questions and/or rephrased inappropriately. A new list, conversation record, is created to save the complete conversation for later checking. \n3. Provide references for information checking and/or detailed readings.\n\nThe workflow of the custom conversational retrieval chain is illustated below. The original diagram of a conversational retrieval chain are in purple boxes. The custom elements are in yellow boxes. \n\n![custom_CRC.png](attachment:4abe1ed9-cefb-44b1-8ada-21d74ed2e237.png)\n\n<p style=\"text-align: center;\"><a href=\"https://medium.com/@jerome.o.diaz/langchain-conversational-retrieval-chain-how-does-it-work-bb2d71cbb665\"></a></p>\n","metadata":{"papermill":{"duration":0.026059,"end_time":"2024-04-13T16:35:40.006357","exception":false,"start_time":"2024-04-13T16:35:39.980298","status":"completed"},"tags":[]},"attachments":{"4abe1ed9-cefb-44b1-8ada-21d74ed2e237.png":{"image/png":"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"}}},{"cell_type":"code","source":"from langchain.chains import LLMChain\nfrom langchain.chains.question_answering import load_qa_chain\nfrom langchain.chains import ConversationalRetrievalChain\nimport statistics\nimport warnings\nwarnings.filterwarnings('ignore')\ndef calculate_cutoff_score(query, k=10):\n    relevance_scores = [entry[1] for entry in vectorstore._similarity_search_with_relevance_scores(query, k=k)]\n    average_score = sum(relevance_scores) / len(relevance_scores)\n    std_dev = statistics.stdev(relevance_scores)\n    cutoff_score = average_score + 0.5*std_dev\n    return cutoff_score\nllm = GemmaLC(gemma_lm, 6000)\nchat_record = []\nchat_history=[]\nretry_count = 0\ndef crc_qa(query):\n    global chat_record, chat_history, retry_count  \n    cutoff_score = calculate_cutoff_score(query, k=8)\n    retriever = vectorstore.as_retriever(search_type=\"similarity_score_threshold\", search_kwargs={\"score_threshold\": cutoff_score, \"k\":5})\n    question_generator = LLMChain(llm=llm, prompt=prompt_qg)\n    doc_chain = load_qa_chain(llm=llm, chain_type=\"stuff\", prompt=prompt_qa)\n    qa = ConversationalRetrievalChain(\n        retriever=retriever,\n        question_generator=question_generator,\n        combine_docs_chain=doc_chain,\n        return_source_documents=True\n    )\n    result = qa.invoke({\"question\": query, \"chat_history\": chat_history})\n    index = result['answer'].find('Answer:')\n    extracted_text = result['answer'][index + len('Answer:'):]\n    answer = extracted_text.strip()\n    if 'I cannot' in answer:\n        if retry_count < 2:\n            chat_history = []\n            retry_count += 1\n            crc_qa(query)\n        else:\n            print(answer)\n            chat_history=[]\n            return \n    else:\n        print(answer)\n        chat_record.append((query, answer))\n        chat_history.append((query, answer))\n        reference_infos = []\n        source_docs = result['source_documents']\n        for i, doc in enumerate(source_docs, 1): \n            reference_infos.append(f\"{i}. {doc.metadata['link']}\")\n        print(\"-\" * 40)\n        print(\"References:\")\n        for info in reference_infos:\n            print(info)","metadata":{"execution":{"iopub.execute_input":"2024-04-13T16:35:40.058943Z","iopub.status.busy":"2024-04-13T16:35:40.058160Z","iopub.status.idle":"2024-04-13T16:35:40.169956Z","shell.execute_reply":"2024-04-13T16:35:40.169202Z"},"papermill":{"duration":0.140604,"end_time":"2024-04-13T16:35:40.172075","exception":false,"start_time":"2024-04-13T16:35:40.031471","status":"completed"},"tags":[]},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# 5. Test Run\n\nTest question list: \n\n- What critical concepts and methods are used in the OTTO – Multi-Objective Recommender System competition?\n    - Tell me more about Candidate Rerank. Why is it suitable or chosen for the competition?\n    - Provid me more details about Lightgbm Ranker. Why is it chosen and what may work well or not well for the competition? \n- What critical concepts and methods are used in the G2Net Detecting Continuous Gravitational Waves competition?\n    - Provid me more details about Lightgbm Ranker. Why is it chosen and what may work well or not well for the competition? \n    - Can you tell me what techniques may NOT work well for the G2Net competitionn and why?\n- What critical concepts and methods are used in the Foursquare - Location Matching competition?\n    - Tell me more about Candidate Matching and why is it been chosen as a solution for the competition?\n    - Explain Binary Classification and why is it chosen for this competition?\n- When is the birthday of Albert Einstein?\n- Who is the 46th president of the United States?\n- What critical concepts and methods are used in the Google - Isolated Sign Language Recognition competition?\n\nIn this list, there are six new questions and six follow-up questions for three of the six new questions (two for each). Among the six new questions, two are expected not to be answered by the model, as they are not information in the given database. ","metadata":{"papermill":{"duration":0.025326,"end_time":"2024-04-13T16:35:40.223057","exception":false,"start_time":"2024-04-13T16:35:40.197731","status":"completed"},"tags":[]}},{"cell_type":"code","source":"# First new question \nquery='What critical concepts and methods are used in the OTTO – Multi-Objective Recommender System competition?'\ncrc_qa(query)","metadata":{"execution":{"iopub.execute_input":"2024-04-13T16:35:40.275297Z","iopub.status.busy":"2024-04-13T16:35:40.274507Z","iopub.status.idle":"2024-04-13T16:36:04.975587Z","shell.execute_reply":"2024-04-13T16:36:04.974487Z"},"papermill":{"duration":24.729759,"end_time":"2024-04-13T16:36:04.977910","exception":false,"start_time":"2024-04-13T16:35:40.248151","status":"completed"},"tags":[]},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# Follow-up question 1 for the first question \nquery='Tell me more about Candidate Rerank. Why is it suitable or chosen for the competition?'\ncrc_qa(query)","metadata":{"execution":{"iopub.execute_input":"2024-04-13T16:36:05.031534Z","iopub.status.busy":"2024-04-13T16:36:05.030762Z","iopub.status.idle":"2024-04-13T16:36:15.121975Z","shell.execute_reply":"2024-04-13T16:36:15.121002Z"},"papermill":{"duration":10.120206,"end_time":"2024-04-13T16:36:15.124165","exception":false,"start_time":"2024-04-13T16:36:05.003959","status":"completed"},"tags":[]},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# Follow-up question 2 for the first question \nquery='Provid me more details about Lightgbm Ranker. Why is it chosen and what may work well or not well for the competition? '\ncrc_qa(query)","metadata":{"execution":{"iopub.execute_input":"2024-04-13T16:36:15.177575Z","iopub.status.busy":"2024-04-13T16:36:15.176757Z","iopub.status.idle":"2024-04-13T16:36:26.662676Z","shell.execute_reply":"2024-04-13T16:36:26.661198Z"},"papermill":{"duration":11.514749,"end_time":"2024-04-13T16:36:26.664812","exception":false,"start_time":"2024-04-13T16:36:15.150063","status":"completed"},"tags":[]},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"The chat history is expected to be the same as the chat record now as all questions are answered. ","metadata":{"papermill":{"duration":0.025685,"end_time":"2024-04-13T16:36:26.716899","exception":false,"start_time":"2024-04-13T16:36:26.691214","status":"completed"},"tags":[]}},{"cell_type":"code","source":"chat_history","metadata":{"execution":{"iopub.execute_input":"2024-04-13T16:36:26.769882Z","iopub.status.busy":"2024-04-13T16:36:26.769514Z","iopub.status.idle":"2024-04-13T16:36:26.775522Z","shell.execute_reply":"2024-04-13T16:36:26.774694Z"},"papermill":{"duration":0.035189,"end_time":"2024-04-13T16:36:26.777500","exception":false,"start_time":"2024-04-13T16:36:26.742311","status":"completed"},"tags":[]},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"chat_record","metadata":{"execution":{"iopub.execute_input":"2024-04-13T16:36:26.831600Z","iopub.status.busy":"2024-04-13T16:36:26.830932Z","iopub.status.idle":"2024-04-13T16:36:26.836552Z","shell.execute_reply":"2024-04-13T16:36:26.835724Z"},"papermill":{"duration":0.034789,"end_time":"2024-04-13T16:36:26.838687","exception":false,"start_time":"2024-04-13T16:36:26.803898","status":"completed"},"tags":[]},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# Second new question \nquery='What critical concepts and methods are used in the G2Net Detecting Continuous Gravitational Waves competition? '\ncrc_qa(query)","metadata":{"execution":{"iopub.execute_input":"2024-04-13T16:36:26.892641Z","iopub.status.busy":"2024-04-13T16:36:26.892289Z","iopub.status.idle":"2024-04-13T16:36:44.064747Z","shell.execute_reply":"2024-04-13T16:36:44.063804Z"},"papermill":{"duration":17.20253,"end_time":"2024-04-13T16:36:44.067166","exception":false,"start_time":"2024-04-13T16:36:26.864636","status":"completed"},"tags":[]},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# Follow-up question 1 for the second question \nquery='Can you explain more about Dynamic Programming and its role in fulfulling the goal of the competition?'\ncrc_qa(query)","metadata":{"execution":{"iopub.execute_input":"2024-04-13T16:36:44.125077Z","iopub.status.busy":"2024-04-13T16:36:44.124276Z","iopub.status.idle":"2024-04-13T16:37:03.718893Z","shell.execute_reply":"2024-04-13T16:37:03.717842Z"},"papermill":{"duration":19.624736,"end_time":"2024-04-13T16:37:03.721135","exception":false,"start_time":"2024-04-13T16:36:44.096399","status":"completed"},"tags":[]},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# Follow-up question 2 for the second question \nquery='Can you tell me what techniques may NOT work well for the G2Net competitionn and why?'\ncrc_qa(query)","metadata":{"execution":{"iopub.execute_input":"2024-04-13T16:37:03.775465Z","iopub.status.busy":"2024-04-13T16:37:03.775118Z","iopub.status.idle":"2024-04-13T16:37:16.692021Z","shell.execute_reply":"2024-04-13T16:37:16.691014Z"},"papermill":{"duration":12.946966,"end_time":"2024-04-13T16:37:16.694685","exception":false,"start_time":"2024-04-13T16:37:03.747719","status":"completed"},"tags":[]},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"The chat history is expected to be reset due to the second new question, however, the chat recod should consist of all answerable QA sets. ","metadata":{"papermill":{"duration":0.02681,"end_time":"2024-04-13T16:37:16.753001","exception":false,"start_time":"2024-04-13T16:37:16.726191","status":"completed"},"tags":[]}},{"cell_type":"code","source":"chat_history","metadata":{"execution":{"iopub.execute_input":"2024-04-13T16:37:16.807617Z","iopub.status.busy":"2024-04-13T16:37:16.806914Z","iopub.status.idle":"2024-04-13T16:37:16.814080Z","shell.execute_reply":"2024-04-13T16:37:16.813235Z"},"papermill":{"duration":0.036608,"end_time":"2024-04-13T16:37:16.816018","exception":false,"start_time":"2024-04-13T16:37:16.779410","status":"completed"},"tags":[]},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"chat_record","metadata":{"execution":{"iopub.execute_input":"2024-04-13T16:37:16.871502Z","iopub.status.busy":"2024-04-13T16:37:16.870734Z","iopub.status.idle":"2024-04-13T16:37:16.876757Z","shell.execute_reply":"2024-04-13T16:37:16.875878Z"},"papermill":{"duration":0.035966,"end_time":"2024-04-13T16:37:16.878696","exception":false,"start_time":"2024-04-13T16:37:16.842730","status":"completed"},"tags":[]},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# Third new question \nquery='What critical concepts and methods are used in the Foursquare - Location Matching competition?'\ncrc_qa(query)","metadata":{"execution":{"iopub.execute_input":"2024-04-13T16:37:16.938885Z","iopub.status.busy":"2024-04-13T16:37:16.938385Z","iopub.status.idle":"2024-04-13T16:37:34.611103Z","shell.execute_reply":"2024-04-13T16:37:34.610073Z"},"papermill":{"duration":17.707618,"end_time":"2024-04-13T16:37:34.613320","exception":false,"start_time":"2024-04-13T16:37:16.905702","status":"completed"},"tags":[]},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# Follow-up question 1 for the third question \nquery='Tell me more about Candidate Matching and why is it been chosen as a solution for the competition?'\ncrc_qa(query)","metadata":{"execution":{"iopub.execute_input":"2024-04-13T16:37:34.668617Z","iopub.status.busy":"2024-04-13T16:37:34.668281Z","iopub.status.idle":"2024-04-13T16:37:44.135636Z","shell.execute_reply":"2024-04-13T16:37:44.134699Z"},"papermill":{"duration":9.497404,"end_time":"2024-04-13T16:37:44.137995","exception":false,"start_time":"2024-04-13T16:37:34.640591","status":"completed"},"tags":[]},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# Follow-up question 2 for the third question \nquery='Explain Binary Classification and why is it chosen for this competition?'\ncrc_qa(query)","metadata":{"execution":{"iopub.execute_input":"2024-04-13T16:37:44.194283Z","iopub.status.busy":"2024-04-13T16:37:44.193492Z","iopub.status.idle":"2024-04-13T16:37:57.907155Z","shell.execute_reply":"2024-04-13T16:37:57.905700Z"},"papermill":{"duration":13.743907,"end_time":"2024-04-13T16:37:57.909296","exception":false,"start_time":"2024-04-13T16:37:44.165389","status":"completed"},"tags":[]},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"Same, the chat history is expected to be reset due to the third new question, however, the chat recod should consist of all answerable QA sets. ","metadata":{"papermill":{"duration":0.026912,"end_time":"2024-04-13T16:37:57.963896","exception":false,"start_time":"2024-04-13T16:37:57.936984","status":"completed"},"tags":[]}},{"cell_type":"code","source":"chat_history","metadata":{"execution":{"iopub.execute_input":"2024-04-13T16:37:58.021474Z","iopub.status.busy":"2024-04-13T16:37:58.020598Z","iopub.status.idle":"2024-04-13T16:37:58.026913Z","shell.execute_reply":"2024-04-13T16:37:58.026036Z"},"papermill":{"duration":0.037145,"end_time":"2024-04-13T16:37:58.028763","exception":false,"start_time":"2024-04-13T16:37:57.991618","status":"completed"},"tags":[]},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"chat_record","metadata":{"execution":{"iopub.execute_input":"2024-04-13T16:37:58.085407Z","iopub.status.busy":"2024-04-13T16:37:58.084867Z","iopub.status.idle":"2024-04-13T16:37:58.091302Z","shell.execute_reply":"2024-04-13T16:37:58.090445Z"},"papermill":{"duration":0.036501,"end_time":"2024-04-13T16:37:58.093209","exception":false,"start_time":"2024-04-13T16:37:58.056708","status":"completed"},"tags":[]},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# Try a fourth new question. As necessary information is not included in the provided data storage, it is expcted that the model admits that it cannot answer the question without making up information. \nquery='When is the birthday of Albert Einstein?'\ncrc_qa(query)","metadata":{"execution":{"iopub.execute_input":"2024-04-13T16:37:58.148995Z","iopub.status.busy":"2024-04-13T16:37:58.148358Z","iopub.status.idle":"2024-04-13T16:38:07.301197Z","shell.execute_reply":"2024-04-13T16:38:07.300123Z"},"papermill":{"duration":9.183058,"end_time":"2024-04-13T16:38:07.303367","exception":false,"start_time":"2024-04-13T16:37:58.120309","status":"completed"},"tags":[]},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# Try a fifth new question. As necessary information is not included in the provided data storage, it is expcted that the model admits that it cannot answer the question without making up information. \nquery='Who is the 46th president of the United States?'\ncrc_qa(query)","metadata":{"execution":{"iopub.execute_input":"2024-04-13T16:38:07.360974Z","iopub.status.busy":"2024-04-13T16:38:07.360373Z","iopub.status.idle":"2024-04-13T16:38:11.994095Z","shell.execute_reply":"2024-04-13T16:38:11.992981Z"},"papermill":{"duration":4.665033,"end_time":"2024-04-13T16:38:11.996405","exception":false,"start_time":"2024-04-13T16:38:07.331372","status":"completed"},"tags":[]},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"As the above two questions are both not answerable, chat history is reset and is expected to be an empty list. However, chat record should still hold all information of answered QA sets in the conversation session. ","metadata":{"papermill":{"duration":0.034208,"end_time":"2024-04-13T16:38:12.070493","exception":false,"start_time":"2024-04-13T16:38:12.036285","status":"completed"},"tags":[]}},{"cell_type":"code","source":"chat_history","metadata":{"execution":{"iopub.execute_input":"2024-04-13T16:38:12.130733Z","iopub.status.busy":"2024-04-13T16:38:12.130004Z","iopub.status.idle":"2024-04-13T16:38:12.135546Z","shell.execute_reply":"2024-04-13T16:38:12.134726Z"},"papermill":{"duration":0.038015,"end_time":"2024-04-13T16:38:12.137765","exception":false,"start_time":"2024-04-13T16:38:12.099750","status":"completed"},"tags":[]},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"chat_record","metadata":{"execution":{"iopub.execute_input":"2024-04-13T16:38:12.196629Z","iopub.status.busy":"2024-04-13T16:38:12.196040Z","iopub.status.idle":"2024-04-13T16:38:12.202586Z","shell.execute_reply":"2024-04-13T16:38:12.201707Z"},"papermill":{"duration":0.038671,"end_time":"2024-04-13T16:38:12.205112","exception":false,"start_time":"2024-04-13T16:38:12.166441","status":"completed"},"tags":[]},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# Sixth new question\nquery='What critical concepts and methods are used in the Google - Isolated Sign Language Recognition competition?'\ncrc_qa(query)","metadata":{"execution":{"iopub.execute_input":"2024-04-13T16:38:12.266148Z","iopub.status.busy":"2024-04-13T16:38:12.265475Z","iopub.status.idle":"2024-04-13T16:38:20.837427Z","shell.execute_reply":"2024-04-13T16:38:20.835942Z"},"papermill":{"duration":8.604004,"end_time":"2024-04-13T16:38:20.839544","exception":false,"start_time":"2024-04-13T16:38:12.235540","status":"completed"},"tags":[]},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"chat_history","metadata":{"execution":{"iopub.execute_input":"2024-04-13T16:38:20.898806Z","iopub.status.busy":"2024-04-13T16:38:20.898105Z","iopub.status.idle":"2024-04-13T16:38:20.903868Z","shell.execute_reply":"2024-04-13T16:38:20.902990Z"},"papermill":{"duration":0.037205,"end_time":"2024-04-13T16:38:20.905889","exception":false,"start_time":"2024-04-13T16:38:20.868684","status":"completed"},"tags":[]},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"chat_record","metadata":{"execution":{"iopub.execute_input":"2024-04-13T16:38:20.963895Z","iopub.status.busy":"2024-04-13T16:38:20.963565Z","iopub.status.idle":"2024-04-13T16:38:20.969895Z","shell.execute_reply":"2024-04-13T16:38:20.969067Z"},"papermill":{"duration":0.037519,"end_time":"2024-04-13T16:38:20.971732","exception":false,"start_time":"2024-04-13T16:38:20.934213","status":"completed"},"tags":[]},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"As demonstrated, the test results indicated that the model successfully managed to address both new questions and their follow-ups, providing not only answers but also explanations or examples for better comprehension for all answerable questions (10 out of 10). Moreover, the model acknowledged its inability to respond to questions lacking sufficient information or context, abstaining from generating non-factual answers (2 out of 2). ","metadata":{"execution":{"iopub.execute_input":"2024-04-13T09:52:39.093067Z","iopub.status.busy":"2024-04-13T09:52:39.092370Z","iopub.status.idle":"2024-04-13T09:52:39.097217Z","shell.execute_reply":"2024-04-13T09:52:39.096207Z","shell.execute_reply.started":"2024-04-13T09:52:39.093029Z"},"papermill":{"duration":0.02776,"end_time":"2024-04-13T16:38:21.028304","exception":false,"start_time":"2024-04-13T16:38:21.000544","status":"completed"},"tags":[]}},{"cell_type":"markdown","source":"# 6. Interactive Interface\n\nAn interactive interface is built to have a more chat-bot-like experience.","metadata":{"papermill":{"duration":0.027698,"end_time":"2024-04-13T16:38:21.083974","exception":false,"start_time":"2024-04-13T16:38:21.056276","status":"completed"},"tags":[]}},{"cell_type":"code","source":"def interactive_query():\n    while True:\n        query = input(\"Enter your question (or type 'quit' to exit): \")\n        print('\\n')\n        if query.lower() == 'quit':\n            print(\"Exiting...\")\n            break\n        crc_qa(query)\n        print('\\n\\n')","metadata":{"execution":{"iopub.execute_input":"2024-04-13T16:38:21.141268Z","iopub.status.busy":"2024-04-13T16:38:21.140932Z","iopub.status.idle":"2024-04-13T16:38:21.146128Z","shell.execute_reply":"2024-04-13T16:38:21.145176Z"},"papermill":{"duration":0.036192,"end_time":"2024-04-13T16:38:21.148043","exception":false,"start_time":"2024-04-13T16:38:21.111851","status":"completed"},"tags":[]},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"#interactive_query()","metadata":{"execution":{"iopub.execute_input":"2024-04-13T16:38:21.206241Z","iopub.status.busy":"2024-04-13T16:38:21.205869Z","iopub.status.idle":"2024-04-13T16:38:21.209923Z","shell.execute_reply":"2024-04-13T16:38:21.209105Z"},"papermill":{"duration":0.035562,"end_time":"2024-04-13T16:38:21.211907","exception":false,"start_time":"2024-04-13T16:38:21.176345","status":"completed"},"tags":[]},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# 7. Conclusion\n\nThis notebook highlights the application of the Gemma LLM not only for summarization but, more significantly, for explaining or instructing essential concepts drawn from Kaggle competition write-ups. These explanations are customized to meet the user's needs, presented in a conversational style to enhance understanding. \n\nThe selected Gemma LLM, the Gemma 2B instruction-tuned model, demonstrates efficient handling of inquiries related to data science and programming. Its performance remains effective even after integration as a custom model within LangChain. In our test, the three questions concerning data science and programming received satisfactory answers, providing sufficient and easy-to-understand information and explanations. \n\nRAG was employed in the form of a conversational retrieval chain to fulfill the task's objectives. While the typical workflow of such a chain entails rephrasing user queries, utilizing conversation history if available, to generate standalone questions, sifting through document chunks to extract relevant information aligned with the rephrased query, and formulating well-informed responses, prompt engineering and additional custom functions were incorporated to boost its performance. These enhancements included dynamic threshold score calculation, resetting conversation history, and offering references for information checking.\n\nThe test results revealed that the Gemma LLM operated effectively within the custom conversational retrieval chain, adeptly summarizing concepts and offering explanations drawn from Kaggle competition write-ups. Among our 12 test questions, ten were answerable, while two lacked information in the provided data storage for document retrieval. The model excelled by answering the four new questions and their follow-ups (10 out of 10), while also accurately identifying the two questions it couldn't address without resorting to unsubstantiated responses (2 out of 2). Furthermore, the integration of chat history and record functionality successfully facilitated information tracking for both the model and the user during and throughout the conversation session.\n\nA suggested improvement for the conversational retrieval chain involves fine-tuning its algorithms and parameters for better performance and accuracy, and enabling it to generate answers based on self-generated documents. By refining its retrieval and generation processes, it can better handle explaining and teaching concepts from Kaggle competition write-ups. Additionally, allowing the chain to dynamically generate content tailored to user queries when information is unavailable in the given database may enhance its ability to provide comprehensive explanations and teachings. These enhancements would make the conversational retrieval chain more robust and versatile, ultimately improving its effectiveness in assisting users with understanding complex concepts.","metadata":{"papermill":{"duration":0.027986,"end_time":"2024-04-13T16:38:21.268882","exception":false,"start_time":"2024-04-13T16:38:21.240896","status":"completed"},"tags":[]}}]}