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@lmcinnes
Last active June 27, 2025 11:46
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Create an interactive data map of ArXiv
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{
"cells": [
{
"cell_type": "markdown",
"id": "d3bb82b2-4cdd-4330-b63e-77db70cd9f1c",
"metadata": {},
"source": [
"# Making an interactive data map of ArXiv\n",
"\n",
"We are going to create a \"map\" of all the papers (per the most recent pull with attached pre-computed embeddings) on [ArXiv](https://arxiv.org). ArXiv is a preprint server where academics and researchers can upload their research work while it is undergoing peer review. ArXiv is a primary location to find papers in physics, mathematics and computer science.\n",
"\n",
"## Overview\n",
"\n",
"This notebook is primarily a demonstration of the power of Toponymy and DataMapPlot, two libraries that make it possible to make really rich explorable data maps. Toponymy helps finding \"place names\" for your map -- labelling regions of the map with topics. DataMapPlot handles the task of rendering the result into a rich interactive experience provided as HTML (and javascript). We'll step through the whole process, including a number of the extra steps to get customization and unique features in the visualization. To make this workflow tractable for most people we are going to use a dataset of ArXiv that comes with a pre-computed text embeddings (of the title and abstract, computed using [nomic-embed-text-v1.5](https://huggingface.co/nomic-ai/nomic-embed-text-v1.5)), and a precomputed 2D representation (computed using [UMAP](https://github.com/lmcinnes/umap)). We'll create an initial plot, and then set about handing the data to Toponymy to let it generate layered resolutions of topics with clear human readable summaries of those topics (that we can plot directly onto the map). With that in hand we'll set about some of the data wrangling required to add some polish to the final interactive plot -- the basic data has category codes for each paper that gives a terse description of the fields of research the paper fits into. We will want to be able to translate tese codes into actual subject matter names, and provide colour palettes we can use to tag the papers with their major fields. Then, after wrangling the data, we'll set up fancy tooltips on hover for DataMapPlot and then simply hand everything to datamapplot to let it sort it out -- obviously with some carefully chosen options to tweak the aesthetics to be what we want.\n",
"\n",
"## Initial steps\n",
"\n",
"First let's get the libraries we'll need and pull the dataset from huggingface."
]
},
{
"cell_type": "code",
"execution_count": 1,
"id": "1cf0df2a-8b5c-43dd-a320-eced85f39a70",
"metadata": {},
"outputs": [],
"source": [
"import numpy as np\n",
"import pandas as pd\n",
"import dask.dataframe as dd\n",
"import os.path"
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "bcdaf997-3bcf-4e4d-9431-c52c04d37f75",
"metadata": {},
"outputs": [],
"source": [
"arxiv_data = dd.read_parquet(\"hf://datasets/lmcinnes/arxiv_archive/data/train-*.parquet\")"
]
},
{
"cell_type": "code",
"execution_count": 3,
"id": "dc70d40f-89ad-4e68-b881-a210e6deccd3",
"metadata": {},
"outputs": [],
"source": [
"data_vectors = np.stack(arxiv_data.embedding.compute())\n",
"data_map = np.stack(arxiv_data.data_map.compute())\n",
"paper_titles = arxiv_data.title.str.replace(\"\\n\", \" \").compute()"
]
},
{
"cell_type": "code",
"execution_count": 4,
"id": "a8967e2c-e4f6-44e2-81d6-2579d59701f2",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"array([[16.36534119, -1.12675762],\n",
" [ 0.71987271, 5.00516653],\n",
" [12.66603947, 7.10860825],\n",
" ...,\n",
" [ 9.24212933, -3.67683864],\n",
" [ 8.81268024, -3.53583574],\n",
" [ 9.04568672, -3.5464313 ]])"
]
},
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"data_map"
]
},
{
"cell_type": "markdown",
"id": "3b7d8790-fefc-4799-9dff-f31b8d86636a",
"metadata": {},
"source": [
"The quickest way to get a good plot of a large dataset like this (Around 2.5 million papers) is to use datamapplot, which can produce static plots as well as interactive ones. Let's import it."
]
},
{
"cell_type": "code",
"execution_count": 5,
"id": "bd50f5ac-8afe-4cba-9ccc-7bb46c4822cc",
"metadata": {},
"outputs": [],
"source": [
"import datamapplot"
]
},
{
"cell_type": "markdown",
"id": "4f7ad19b-fe33-47dd-bbf2-55c22cbc8d53",
"metadata": {},
"source": [
"Now we can just call ``create_plot`` and hand it the data map and we'll get a plot that, in this case with so much data, makes use of tools like [datashader](https://datashader.org/) to ensure the plot avoids traps of overplotting etc."
]
},
{
"cell_type": "code",
"execution_count": 6,
"id": "536841fc-5ee0-4ef6-8e12-4c62818e4017",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"(<Figure size 1000x1000 with 1 Axes>, <Axes: >)"
]
},
"execution_count": 6,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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",
"text/plain": [
"<Figure size 1000x1000 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"datamapplot.create_plot(data_map)"
]
},
{
"cell_type": "markdown",
"id": "0515be38-0ff1-464b-9191-357a06f01c60",
"metadata": {},
"source": [
"## Topic modelling\n",
"\n",
"For topic modelling we are going to use Toponymy. We need to import Toponymy and the associated bits and pieces from it to do this. In particular we are going to need access to an LLM, and an embedding model. I will be using OpenAI models running on Azure AI Foundry I am going to use those. You will need to make use of whatever services (or local models) you wish. For reference Toponymy supports using any of Cohere, OpenAI, Anthropic, and AzureAI for LLM services, or llama_cpp or Huggingface for running LLMs locally (you'll want a GPU for that). For embedding you can use any SentenceTransformer model (but you'll likely want a GPU) or embedding services from AzureAI, Cohere, and others. Toponymy also has Async versions of most of the llm_wrappers which batch queries up to save wall clock time. We'll use that to make this run a little faster. You'll obviously need to choose your own endpoint and use your own API keys."
]
},
{
"cell_type": "code",
"execution_count": 7,
"id": "82834808-01e7-4c23-a10e-d85220cd7b69",
"metadata": {},
"outputs": [],
"source": [
"from toponymy import Toponymy, ToponymyClusterer, KeyphraseBuilder\n",
"from toponymy.llm_wrappers import AsyncAzureAI\n",
"from toponymy.embedding_wrappers import AzureAIEmbedder\n",
"\n",
"azure_api_key = open(\"../azure_cohere_api_key.txt\").read().strip()"
]
},
{
"cell_type": "markdown",
"id": "850637e1-0d58-49d7-82b1-9b0e56f04485",
"metadata": {},
"source": [
"We can now create a topic modeller as a Toponymy object. It helps to provide a description of the objects (documents) and corpus as this will aid in providing more accurate names. If you want more detailed topics you can increase ``base_n_clusters`` which determines how many topics there should be at the finest resolution. Note that more topics created means more API calls to the LLM to name them, so this will make things take longer and, possibly, cost more."
]
},
{
"cell_type": "code",
"execution_count": 8,
"id": "224b882a-5c5a-4383-8e99-9d0adb805c25",
"metadata": {},
"outputs": [],
"source": [
"topic_model = Toponymy(\n",
" llm_wrapper=AsyncAzureAI(\n",
" azure_api_key, \n",
" endpoint=\"https://azureaitimcuse5821437469.openai.azure.com/openai/deployments/gpt-4o-mini\",\n",
" model=\"gpt-4o-mini\",\n",
" ),\n",
" text_embedding_model=AzureAIEmbedder(\n",
" api_key=azure_api_key,\n",
" endpoint=\"https://azureaitimcuse5821437469.services.ai.azure.com/models\",\n",
" model=\"text-embedding-3-small\"\n",
" ),\n",
" clusterer=ToponymyClusterer(min_clusters=4, base_n_clusters=4000, verbose=True),\n",
" keyphrase_builder=KeyphraseBuilder(ngram_range=(1,4), max_features=50_000, verbose=True),\n",
" object_description=\"paper titles\",\n",
" corpus_description=\"math, physics and computer science papers\",\n",
")"
]
},
{
"cell_type": "markdown",
"id": "99711f93-4016-44dc-a199-bc0a7168f4a5",
"metadata": {},
"source": [
"In principle we can now just call ``fit`` on the model and pass it the documents, the embedding vectors and the map representation and let it go ... Since this is a somewhat time consuming (and possibly expensive) computation let's make sure we save off results and, if we have already computed this, just load the saved results the next time so we don't run all of this again.\n",
"\n",
"<div class=\"alert alert-block alert-danger\">Note that running the next cell will start the topic naming process. This will take a long time, and more importantly, if you are using an LLM service cost you <b>actual money</b>. I have run a similar workload to this using Claude-Haiku-3, and it cost around $5, but a lot will depend on the service and model you select. As a general rule the cheapest LLMs available from Anthropic, OpenAI, and Cohere are generally powerful enough to do a good job, and you get significantly diminishing returns for more expensive models.</div>"
]
},
{
"cell_type": "code",
"execution_count": 9,
"id": "d54f8720-93b4-45db-93b4-835ed2bd46c0",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Layer 0 found 3998 clusters\n",
"Layer 1 found 1048 clusters\n",
"Layer 2 found 300 clusters\n",
"Layer 3 found 92 clusters\n",
"Layer 4 found 28 clusters\n",
"Layer 5 found 10 clusters\n",
"Layer 6 found 5 clusters\n",
"Building keyphrase matrix ... \n",
"Chunking into 64 chunks of size 38708 for keyphrase identification.\n",
"Combining count dictionaries ...\n",
"Found 50000 keyphrases.\n",
"Chunking into 64 chunks of size 38708 for keyphrase count construction.\n",
"Combining count matrix chunks ...\n"
]
},
{
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"Selecting facility_location exemplars: 0%| | 0/3998 [00:00<?, ?cluster/s]"
]
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"text/plain": [
"embedding texts: 0%| | 0/521 [00:00<?, ?it/s]"
]
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"text/plain": [
"Building topic names by layer: 0%| | 0/7 [00:00<?, ?layer/s]"
]
},
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},
{
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]
},
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"text/plain": [
"Generating prompts for layer 0: 0%| | 0/3998 [00:00<?, ?topic/s]"
]
},
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{
"data": {
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"Generating disambiguation prompts for layer 0: 0%| | 0/210 [00:00<?, ?topic-cluster/s]"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"/work/home/lmmcinn/src/topicnaming/toponymy/llm_wrappers.py:325: UserWarning: Failed to parse cluster names: list index out of range\n",
" warn(f\"Failed to parse cluster names: {e}\")\n"
]
},
{
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]
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]
},
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]
},
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]
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]
},
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},
{
"name": "stdout",
"output_type": "stream",
"text": [
"CPU times: user 2h 25min 27s, sys: 40.4 s, total: 2h 26min 7s\n",
"Wall time: 51min 14s\n"
]
}
],
"source": [
"%%time\n",
"if all(os.path.exists(f\"arxiv_v2_topic_layer_{i}.npy\") for i in range(7)):\n",
" print(\"Reading results from disk...\")\n",
" topic_layers = []\n",
" for i in range(7):\n",
" topic_layers.append(np.load(f\"arxiv_v2_topic_layer_{i}.npy\", allow_pickle=True))\n",
"else:\n",
" topic_model.fit(\n",
" paper_titles, \n",
" embedding_vectors=data_vectors, \n",
" clusterable_vectors=data_map\n",
" )\n",
" for i, layer in enumerate(topic_model.topic_name_vectors_):\n",
" np.save(f\"arxiv_v2_topic_layer_{i}.npy\", layer)\n",
" topic_layers = topic_model.topic_name_vectors_"
]
},
{
"cell_type": "markdown",
"id": "8a0622ab-1de1-48ba-961d-c56163ea1d87",
"metadata": {},
"source": [
"Less than an hour to do topic modelling of 2.5 million paper titles, especially when that comes with 6 layers of topic resolution and meaningful names for all the topics, is pretty good.\n",
"\n",
"## Data wrangling\n",
"\n",
"We want to make use of a bunch of the extra data we have available for the arxiv papers to spice up our plot a little. That means extracting it out of the dask dataframe (calling compute is required to actually pull the data, until then it is simply waiting in a task graph). "
]
},
{
"cell_type": "code",
"execution_count": 10,
"id": "b4b77393-b5d7-405e-8d59-49cf6d9dd620",
"metadata": {},
"outputs": [],
"source": [
"category_array = arxiv_data.category_name.compute()\n",
"supercategory_array = arxiv_data.supercategory_name.compute()\n",
"publication_year_array = arxiv_data.year.compute()\n",
"publication_date_array = arxiv_data.date_created.compute()\n",
"size = arxiv_data.abstract.str.len().compute()\n",
"extra_point_data = arxiv_data[[\"arxiv_id\", \"primary_field\", \"secondary_field\", \"tertiary_field\"]].compute()"
]
},
{
"cell_type": "markdown",
"id": "8c5297d9-2bda-4da3-a7c8-1ca6fff58939",
"metadata": {},
"source": [
"Now we need to be able to translate those category codes into meaningful names. Fortunately ArXiv provides this information on their website, and we can just make a dictionary here."
]
},
{
"cell_type": "code",
"execution_count": 11,
"id": "f381c513-eba4-487a-b85a-31798074d940",
"metadata": {},
"outputs": [],
"source": [
"cat_translation = {\n",
" \"cs.AI\": \"Artificial Intelligence\",\n",
" \"cs.AR\": \"Hardware Architecture\",\n",
" \"cs.CC\": \"Computational Complexity\",\n",
" \"cs.CE\": \"Computational Engineering, Finance, and Science\",\n",
" \"cs.CG\": \"Computational Geometry\",\n",
" \"cs.CL\": \"Computation and Language\",\n",
" \"cs.CR\": \"Cryptography and Security\",\n",
" \"cs.CV\": \"Computer Vision and Pattern Recognition\",\n",
" \"cs.CY\": \"Computers and Society\",\n",
" \"cs.DB\": \"Databases\",\n",
" \"cs.DC\": \"Distributed, Parallel, and Cluster Computing\",\n",
" \"cs.DL\": \"Digital Libraries\",\n",
" \"cs.DM\": \"Discrete Mathematics\",\n",
" \"cs.DS\": \"Data Structures and Algorithms\",\n",
" \"cs.ET\": \"Emerging Technologies\",\n",
" \"cs.FL\": \"Formal Languages and Automata Theory\",\n",
" \"cs.GL\": \"General Literature\",\n",
" \"cs.GR\": \"Graphics\",\n",
" \"cs.GT\": \"Computer Science and Game Theory\",\n",
" \"cs.HC\": \"Human-Computer Interaction\",\n",
" \"cs.IR\": \"Information Retrieval\",\n",
" \"cs.IT\": \"Information Theory\",\n",
" \"cs.LG\": \"Machine Learning\",\n",
" \"cs.LO\": \"Logic in Computer Science\",\n",
" \"cs.MA\": \"Multiagent Systems\",\n",
" \"cs.MM\": \"Multimedia\",\n",
" \"cs.MS\": \"Mathematical Software\",\n",
" \"cs.NA\": \"Numerical Analysis\",\n",
" \"cs.NE\": \"Neural and Evolutionary Computing\",\n",
" \"cs.NI\": \"Networking and Internet Architecture\",\n",
" \"cs.OH\": \"Other Computer Science\",\n",
" \"cs.OS\": \"Operating Systems\",\n",
" \"cs.PF\": \"Performance\",\n",
" \"cs.PL\": \"Programming Languages\",\n",
" \"cs.RO\": \"Robotics\",\n",
" \"cs.SC\": \"Symbolic Computation\",\n",
" \"cs.SD\": \"Sound\",\n",
" \"cs.SE\": \"Software Engineering\",\n",
" \"cs.SI\": \"Social and Information Networks\",\n",
" \"cs.SY\": \"Systems and Control\",\n",
" \"econ.EM\": \"Econometrics\",\n",
" \"econ.GN\": \"General Economics\",\n",
" \"econ.TH\": \"Theoretical Economics\",\n",
" \"eess.AS\": \"Audio and Speech Processing\",\n",
" \"eess.IV\": \"Image and Video Processing\",\n",
" \"eess.SP\": \"Signal Processing\",\n",
" \"eess.SY\": \"Systems and Control\",\n",
" \"math.AC\": \"Commutative Algebra\",\n",
" \"math.AG\": \"Algebraic Geometry\",\n",
" \"math.AP\": \"Analysis of PDEs\",\n",
" \"math.AT\": \"Algebraic Topology\",\n",
" \"math.CA\": \"Classical Analysis and ODEs\",\n",
" \"math.CO\": \"Combinatorics\",\n",
" \"math.CT\": \"Category Theory\",\n",
" \"math.CV\": \"Complex Variables\",\n",
" \"math.DG\": \"Differential Geometry\",\n",
" \"math.DS\": \"Dynamical Systems\",\n",
" \"math.FA\": \"Functional Analysis\",\n",
" \"math.GM\": \"General Mathematics\",\n",
" \"math.GN\": \"General Topology\",\n",
" \"math.GR\": \"Group Theory\",\n",
" \"math.GT\": \"Geometric Topology\",\n",
" \"math.HO\": \"History and Overview\",\n",
" \"math.IT\": \"Information Theory\",\n",
" \"math.KT\": \"K-Theory and Homology\",\n",
" \"math.LO\": \"Logic\",\n",
" \"math.MG\": \"Metric Geometry\",\n",
" \"math.MP\": \"Mathematical Physics\",\n",
" \"math.NA\": \"Numerical Analysis\",\n",
" \"math.NT\": \"Number Theory\",\n",
" \"math.OA\": \"Operator Algebras\",\n",
" \"math.OC\": \"Optimization and Control\",\n",
" \"math.PR\": \"Probability\",\n",
" \"math.QA\": \"Quantum Algebra\",\n",
" \"math.RA\": \"Rings and Algebras\",\n",
" \"math.RT\": \"Representation Theory\",\n",
" \"math.SG\": \"Symplectic Geometry\",\n",
" \"math.SP\": \"Spectral Theory\",\n",
" \"math.ST\": \"Statistics Theory\",\n",
" \"astro-ph.CO\": \"Cosmology and Nongalactic Astrophysics\",\n",
" \"astro-ph.EP\": \"Earth and Planetary Astrophysics\",\n",
" \"astro-ph.GA\": \"Astrophysics of Galaxies\",\n",
" \"astro-ph.HE\": \"High Energy Astrophysical Phenomena\",\n",
" \"astro-ph.IM\": \"Instrumentation and Methods for Astrophysics\",\n",
" \"astro-ph.SR\": \"Solar and Stellar Astrophysics\",\n",
" \"cond-mat.dis-nn\": \"Disordered Systems and Neural Networks\",\n",
" \"cond-mat.mes-hall\": \"Mesoscale and Nanoscale Physics\",\n",
" \"cond-mat.mtrl-sci\": \"Materials Science\",\n",
" \"cond-mat.other\": \"Other Condensed Matter\",\n",
" \"cond-mat.quant-gas\": \"Quantum Gases\",\n",
" \"cond-mat.soft\": \"Soft Condensed Matter\",\n",
" \"cond-mat.stat-mech\": \"Statistical Mechanics\",\n",
" \"cond-mat.str-el\": \"Strongly Correlated Electrons\",\n",
" \"cond-mat.supr-con\": \"Superconductivity\",\n",
" \"gr-qc\": \"General Relativity and Quantum Cosmology\",\n",
" \"hep-ex\": \"High Energy Physics - Experiment\",\n",
" \"hep-lat\": \"High Energy Physics - Lattice\",\n",
" \"hep-ph\": \"High Energy Physics - Phenomenology\",\n",
" \"hep-th\": \"High Energy Physics - Theory\",\n",
" \"math-ph\": \"Mathematical Physics\",\n",
" \"nlin.AO\": \"Adaptation and Self-Organizing Systems\",\n",
" \"nlin.CD\": \"Chaotic Dynamics\",\n",
" \"nlin.CG\": \"Cellular Automata and Lattice Gases\",\n",
" \"nlin.PS\": \"Pattern Formation and Solitons\",\n",
" \"nlin.SI\": \"Exactly Solvable and Integrable Systems\",\n",
" \"nucl-ex\": \"Nuclear Experiment\",\n",
" \"nucl-th\": \"Nuclear Theory\",\n",
" \"physics.acc-ph\": \"Accelerator Physics\",\n",
" \"physics.ao-ph\": \"Atmospheric and Oceanic Physics\",\n",
" \"physics.app-ph\": \"Applied Physics\",\n",
" \"physics.atm-clus\": \"Atomic and Molecular Clusters\",\n",
" \"physics.atom-ph\": \"Atomic Physics\",\n",
" \"physics.bio-ph\": \"Biological Physics\",\n",
" \"physics.chem-ph\": \"Chemical Physics\",\n",
" \"physics.class-ph\": \"Classical Physics\",\n",
" \"physics.comp-ph\": \"Computational Physics\",\n",
" \"physics.data-an\": \"Data Analysis, Statistics and Probability\",\n",
" \"physics.ed-ph\": \"Physics Education\",\n",
" \"physics.flu-dyn\": \"Fluid Dynamics\",\n",
" \"physics.gen-ph\": \"General Physics\",\n",
" \"physics.geo-ph\": \"Geophysics\",\n",
" \"physics.hist-ph\": \"History and Philosophy of Physics\",\n",
" \"physics.ins-det\": \"Instrumentation and Detectors\",\n",
" \"physics.med-ph\": \"Medical Physics\",\n",
" \"physics.optics\": \"Optics\",\n",
" \"physics.plasm-ph\": \"Plasma Physics\",\n",
" \"physics.pop-ph\": \"Popular Physics\",\n",
" \"physics.soc-ph\": \"Physics and Society\",\n",
" \"physics.space-ph\": \"Space Physics\",\n",
" \"q-bio.BM\": \"Biomolecules\",\n",
" \"q-bio.CB\": \"Cell Behavior\",\n",
" \"q-bio.GN\": \"Genomics\",\n",
" \"q-bio.MN\": \"Molecular Networks\",\n",
" \"q-bio.NC\": \"Neurons and Cognition\",\n",
" \"q-bio.OT\": \"Other Quantitative Biology\",\n",
" \"q-bio.PE\": \"Populations and Evolution\",\n",
" \"q-bio.QM\": \"Quantitative Methods\",\n",
" \"q-bio.SC\": \"Subcellular Processes\",\n",
" \"q-bio.TO\": \"Tissues and Organs\",\n",
" \"q-fin.CP\": \"Computational Finance\",\n",
" \"q-fin.EC\": \"Economics\",\n",
" \"q-fin.GN\": \"General Finance\",\n",
" \"q-fin.MF\": \"Mathematical Finance\",\n",
" \"q-fin.PM\": \"Portfolio Management\",\n",
" \"q-fin.PR\": \"Pricing of Securities\",\n",
" \"q-fin.RM\": \"Risk Management\",\n",
" \"q-fin.ST\": \"Statistical Finance\",\n",
" \"q-fin.TR\": \"Trading and Market Microstructure\",\n",
" \"stat.AP\": \"Statistics Applications\",\n",
" \"stat.CO\": \"Statistics Computation\",\n",
" \"stat.ME\": \"Statistics Methodology\",\n",
" \"stat.ML\": \"Machine Learning\",\n",
" \"stat.OT\": \"Other Statistics\",\n",
" \"stat.TH\": \"Statistics Theory\",\n",
"}"
]
},
{
"cell_type": "markdown",
"id": "48642868-d00a-4dbb-9b74-1e1c3d5ff9ae",
"metadata": {},
"source": [
"Next we are going to want colormaps so we can assign colours to categories. There are a lot of categories, so we'll need some flexible colormapping tools. colorcet and glasbey will do the job nicely."
]
},
{
"cell_type": "code",
"execution_count": 12,
"id": "80c3f092-1b23-42ec-9bf0-837b7e75c666",
"metadata": {},
"outputs": [],
"source": [
"import seaborn as sns\n",
"import colorcet\n",
"import glasbey"
]
},
{
"cell_type": "markdown",
"id": "f4a60845-46e1-4597-b008-72d876b09f8b",
"metadata": {},
"source": [
"Now for a little wrangling. We want to parse out the major categories (Math, Physics, CS, etc.) as meta-categories. The we want a colour palette for that. The idea is that we can have little badges, colour coded by meta-category, in the hover tooltip highlighting which subjects a given paper relates to. This involves a little finessing, but isn't too bad to set up."
]
},
{
"cell_type": "code",
"execution_count": 13,
"id": "6ab392e2-f773-4987-93ef-51c75b02970d",
"metadata": {},
"outputs": [],
"source": [
"meta_cats = {v:k.split(\".\")[0] if \".\" in k else \"physics\" for k, v in cat_translation.items()}\n",
"extra_cats = {\n",
" 'acc-phys': \"Accelerator Physics\",\n",
" 'adap-org': 'Adaptation and Self-Organizing Systems',\n",
" 'alg-geom': 'Algebraic Geometry',\n",
" 'ao-sci': 'Atmospheric and Oceanic Physics',\n",
" 'astro-ph': 'Astrophysics',\n",
" 'atom-ph': 'Atomic Physics',\n",
" 'bayes-an': 'Data Analysis, Statistics and Probability',\n",
" 'chao-dyn': 'Chaotic Dynamics',\n",
" 'chem-ph': 'Chemical Physics',\n",
" 'cmp-lg': 'Computation and Language',\n",
" 'comp-gas': 'Cellular Automata and Lattice Gases',\n",
" 'cond-mat': \"Condensed Matter Physics\",\n",
" 'dg-ga': 'Differential Geometry',\n",
" 'funct-an': 'Functional Analysis',\n",
" 'mtrl-th': 'Materials Theory',\n",
" 'patt-sol': 'Pattern Formation and Solitons',\n",
" 'plasm-ph': 'Plasma Physics',\n",
" 'q-alg': 'Quantum Algebra',\n",
" 'q-bio': 'Quantitative Biology',\n",
" 'quant-ph': 'Quantum Physics',\n",
" 'solv-int': 'Exactly Solvable and Integrable Systems',\n",
" 'supr-con': 'Superconductivity'\n",
"}\n",
"cat_translation.update(extra_cats)\n",
"meta_cats['Astrophysics'] = \"astro-ph\"\n",
"meta_cats['Condensed Matter Physics'] = \"cond-mat\"\n",
"meta_cats['Materials Theory'] = \"cond-mat\"\n",
"meta_cats['Quantitative Biology'] = \"q-bio\"\n",
"meta_cats['Quantum Physics'] = \"physics\"\n",
"unique_cats = list(cat_translation.keys())\n",
"palette_map = dict(\n",
" zip(\n",
" pd.Series(np.hstack([meta_cats[cat_translation[y]] for y in unique_cats if y in cat_translation])).value_counts().index.to_list(),\n",
" glasbey.extend_palette(\"tab10\", 11, lightness_bounds=(30, 50), chroma_bounds=(50, 65))\n",
" )\n",
")\n",
"category_color_mapping = {k:palette_map[v] for k, v in meta_cats.items()}\n",
"category_color_mapping[\"\"] = \"#ffffff00\"\n",
"cat_color_mapping = {k:category_color_mapping[v] for k, v in cat_translation.items()}\n",
"\n",
"custom_css = \"\"\"\n",
".badge {\n",
" color:#fff;\n",
" border-radius:6px;\n",
" margin:2px;\n",
" padding: 2px 10px 2px 10px;\n",
" font-size:8pt;\n",
" width:fit-content;\n",
" line-height:16pt;\n",
"}\n",
"\"\"\"\n",
"for cat in unique_cats:\n",
" custom_css += f\"\"\"\n",
".{cat.replace(\".\",\"-\")}::before {{\n",
" content: \"{cat_translation[cat]}\"\n",
"}}\n",
".{cat.replace(\".\",\"-\")} {{\n",
" background-color: {cat_color_mapping[cat]}\n",
"}}\"\"\"\n",
"custom_css += \"\"\"\n",
".na {\n",
" background-color: #ffffff00;\n",
"}\n",
".deck-tooltip {\n",
" background-color: #ffffffaa;\n",
" max-width: 600px;\n",
"}\n",
"\"\"\"\n",
"hover_text_template = \"\"\"\n",
"<div>\n",
" <div style=\"font-size:12pt;padding2px;\">{hover_text}</div>\n",
" <span class=\"{primary_field} badge\"></span>\n",
" <span class=\"{secondary_field} badge\"></span>\n",
" <span class=\"{tertiary_field} badge\"></span>\n",
"</div>\n",
"\"\"\""
]
},
{
"cell_type": "markdown",
"id": "f8db21a2-a750-4065-8b36-76075f24b40b",
"metadata": {},
"source": [
"## Making the plot\n",
"\n",
"Now we import datamapplot, and the selection handlers so we can have responsive lasso-selections. After that we just need to call ``create_interactive_plot`` to create an interactive plot. Since we set ``offline_data=False`` the data won't be included directly in the HTML file (which is good, otherwise we would have 200MB HTML file), but we'll have to use ``save_bundle`` to save the resulting HTML and associated data files as zip. You can then unzip that into a folder where you are running a web server (``python -m http.server -b 127.0.0.1 8080`` will do just fine) and you are good to go. Feel free to play around with the plotting options, and explore the [documentation for DataMapPlot](https://datamapplot.readthedocs.io/en/latest/) to see what all you can do and change."
]
},
{
"cell_type": "code",
"execution_count": 14,
"id": "8b339f6e-7e6a-4911-aab5-1137a79397f0",
"metadata": {},
"outputs": [],
"source": [
"import datamapplot\n",
"import datamapplot.selection_handlers"
]
},
{
"cell_type": "code",
"execution_count": 15,
"id": "0e82f8a4-ae5b-4fbd-87e0-c75a13f3e86b",
"metadata": {},
"outputs": [],
"source": [
"plot = datamapplot.create_interactive_plot(\n",
" data_map,\n",
" *topic_layers,\n",
" hover_text=paper_titles,\n",
" label_wrap_width=12,\n",
" cluster_boundary_polygons=True,\n",
" polygon_alpha=0.1,\n",
" cluster_boundary_line_width=0.2,\n",
" marker_size_array=0.0002 * size,\n",
" point_radius_min_pixels=0.2,\n",
" point_radius_max_pixels=16,\n",
" point_line_width=0,\n",
" initial_zoom_fraction=0.99,\n",
" colormap_rawdata=[publication_year_array, category_array, supercategory_array],\n",
" colormap_metadata=[\n",
" {\"field\":\"year\", \"description\":\"Year published\", \"cmap\":\"plasma\"},\n",
" {\"field\":\"cat\", \"description\":\"Primary field\", \"cmap\":\"cet_glasbey\", \"kind\": \"categorical\"},\n",
" {\"field\":\"supercat\", \"description\":\"Major category\", \"color_mapping\": dict(zip(np.unique(supercategory_array), glasbey.extend_palette(\"tab10\", 12)))},\n",
" ],\n",
" cluster_layer_colormaps=True,\n",
" # font_weight=700,\n",
" text_min_pixel_size=18,\n",
" text_max_pixel_size=36,\n",
" min_fontsize=28,\n",
" max_fontsize=32,\n",
" enable_search=True,\n",
" histogram_data=publication_date_array.reset_index(drop=True),\n",
" histogram_group_datetime_by=\"year\",\n",
" histogram_settings={\"histogram_log_scale\":False, \"histogram_width\": \"300\", \"histogram_height\": \"64\", \"histogram_title\": \"Papers by year\"},\n",
" font_family=\"Cinzel\",\n",
" title=\"ArXiv Data Map\",\n",
" sub_title=\"A Map of papers on ArXiv using UMAP and nomic-embed\",\n",
" logo=\"https://raw.githubusercontent.com/TutteInstitute/.github/main/profile/images/tutte_logo_redesign_horizontal_original_colours.png\",\n",
" on_click=\"window.open(`http://arxiv.org/abs/{arxiv_id}`)\",\n",
" extra_point_data=extra_point_data.reset_index(drop=True),\n",
" custom_css=custom_css,\n",
" hover_text_html_template=hover_text_template,\n",
" selection_handler=datamapplot.selection_handlers.WordCloud(256, width=500, height=300, font_family=\"Cinzel\", n_rotations=1, location=\"top-right\", use_idf=True, other_triggers=[\"text-search\", \"legend\"]),\n",
" # selection_handler=datamapplot.selection_handlers.CohereSummary(),\n",
" # selection_handler=datamapplot.selection_handlers.TagSelection(),\n",
" # offline_mode=True,\n",
" inline_data=False,\n",
" enable_table_of_contents=True,\n",
" table_of_contents_kwds={\"color_bullets\":True},\n",
" splash_warning=\"<p>This page will download around 200MB of data to populate an interactive map of ArXiv.</p><p>Initial loading may take some time...</p>\",\n",
")"
]
},
{
"cell_type": "code",
"execution_count": 16,
"id": "54fa5fb8-abd2-4f14-bc52-33ef55935cf4",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Adding datamapplot_point_data_0.zip to bundle\n",
"Adding datamapplot_point_data_1.zip to bundle\n",
"Adding datamapplot_point_data_2.zip to bundle\n",
"Adding datamapplot_point_data_3.zip to bundle\n",
"Adding datamapplot_point_data_4.zip to bundle\n",
"Adding datamapplot_meta_data_0.zip to bundle\n",
"Adding datamapplot_meta_data_1.zip to bundle\n",
"Adding datamapplot_meta_data_2.zip to bundle\n",
"Adding datamapplot_meta_data_3.zip to bundle\n",
"Adding datamapplot_meta_data_4.zip to bundle\n",
"Adding datamapplot_label_data.zip to bundle\n",
"Adding datamapplot_histogram_bin_data.zip to bundle\n",
"Adding datamapplot_histogram_index_data.zip to bundle\n",
"Adding datamapplot_color_data_0.zip to bundle\n",
"Adding datamapplot_color_data_1.zip to bundle\n",
"Adding datamapplot_color_data_2.zip to bundle\n",
"Adding datamapplot_color_data_3.zip to bundle\n",
"Adding datamapplot_color_data_4.zip to bundle\n"
]
}
],
"source": [
"plot.save_bundle(\"arxiv_data_map_2025_06.zip\")"
]
}
],
"metadata": {
"kernelspec": {
"display_name": "toponymy_docs",
"language": "python",
"name": "toponymy_docs"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.12.8"
}
},
"nbformat": 4,
"nbformat_minor": 5
}
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