{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/niconoe/pyinaturalist/main?filepath=examples%2FData%2520Visualizations%2520-%2520Seaborn.ipynb)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Seaborn examples\n", "Here are some examples of visualizations that can be created using [Seaborn](https://seaborn.pydata.org/)." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "import json\n", "from datetime import datetime\n", "from dateutil import tz\n", "from os.path import exists\n", "from pprint import pprint\n", "\n", "import seaborn as sns\n", "import numpy as np\n", "import pandas as pd\n", "import matplotlib as mpl\n", "from matplotlib import dates\n", "from matplotlib import pyplot as plt\n", "\n", "from pyinaturalist import get_observations, get_places_autocomplete\n", "\n", "BASIC_OBS_COLUMNS = [\n", " 'id', 'observed_on', 'location', 'uri', 'taxon.id',\n", " 'taxon.name', 'taxon.rank', 'taxon.preferred_common_name', 'user.login',\n", "]\n", "DATASET_FILENAME = 'midwest_monarchs.json'\n", "PLOT_COLOR = '#fa7b23'\n", "MIDWEST_STATE_IDS = [3, 20, 24, 25, 28, 32, 35, 38] # place_ids of 8 states in the Midwest US\n", "\n", "sns.set_theme(style=\"darkgrid\")" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "def date_to_mpl_day_of_year(dt):\n", " \"\"\"Get a matplotlib-compatible date number, ignoring the year (to represent day of year)\"\"\"\n", " try:\n", " return dates.date2num(dt.replace(year=datetime.now().year))\n", " except ValueError:\n", " return None\n", "\n", "def date_to_mpl_time(dt):\n", " \"\"\"Get a matplotlib-compatible date number, ignoring the date (to represent time of day)\"\"\"\n", " try:\n", " return date_to_num(dt) % 1\n", " except ValueError:\n", " return None\n", "\n", "def to_local_tz(dt):\n", " \"\"\"Convert a datetime object to the local time zone\"\"\"\n", " try:\n", " return dt.astimezone(tz.tzlocal())\n", " except (TypeError, ValueError):\n", " return None\n", " \n", "def get_xlim():\n", " \"\"\"Get limits of x axis for first and last days of the year\"\"\"\n", " now = datetime.now()\n", " xmin = dates.date2num(datetime(now.year, 1, 1))\n", " xmax = dates.date2num(datetime(now.year, 12, 31))\n", " return xmin, xmax\n", "\n", "def get_colormap(color):\n", " \"\"\"Make a colormap (gradient) based on the given color; copied from seaborn.axisgrid\"\"\"\n", " color_rgb = mpl.colors.colorConverter.to_rgb(color)\n", " colors = [sns.set_hls_values(color_rgb, l=l) for l in np.linspace(1, 0, 12)]\n", " return sns.blend_palette(colors, as_cmap=True)\n", "\n", "def pdir(obj, sort_types=False, non_callables=False):\n", " attrs = {attr: type(getattr(obj, attr)).__name__ for attr in dir(obj)}\n", " if sort_types:\n", " attrs = {k: v for k, v in sorted(attrs.items(), key=lambda x: x[1])}\n", " if non_callables:\n", " attrs = {k: v for k, v in attrs.items() if v not in ['function', 'method', 'method-wrapper', 'builtin_function_or_method']}\n", " pprint(attrs, sort_dicts=not sort_types)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Get all observations for a given place and species" ] }, { "cell_type": "code", "execution_count": 478, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "{24: 'Iowa',\n", " 1911: 'Iowa',\n", " 2840: 'Iowa',\n", " 8680: 'Iowa City',\n", " 119385: 'Iowa Wetland Management District',\n", " 125537: 'Terry Trueblood Wetland Exploration Trail',\n", " 137891: 'Pammel State Park, Winterset, Iowa',\n", " 151098: 'Mount Vernon, Iowa walking path',\n", " 161392: 'Upper Iowa River Wildlife Management Areas',\n", " 172799: 'Ashton Prairie'}\n" ] } ], "source": [ "# Optional: search for a place ID by name\n", "response = get_places_autocomplete(q='iowa')\n", "pprint({p['id']: p['name'] for p in response['results']})" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# TODO: This should be done with the /observations/histogram endpoint instead\n", "\n", "# Optional: reload from previously loaded results, if available\n", "#if exists(DATASET_FILENAME):\n", "# with open(DATASET_FILENAME) as f:\n", "# observations = json.load(f)\n", "#else:\n", "\n", "observations = get_observations(\n", " taxon_name='Danaus plexippus',\n", " photos=True,\n", " geo=True,\n", " geoprivacy='open',\n", " place_id=MIDWEST_STATE_IDS,\n", " page='all',\n", ")\n", "# Save results for future usage\n", "with open(DATASET_FILENAME, 'w') as f:\n", " json.dump(observations, f, indent=4, sort_keys=True, default=str)\n", " \n", "print(f'Total observations: {len(observations)}')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Data cleanup" ] }, { "cell_type": "code", "execution_count": 453, "metadata": {}, "outputs": [], "source": [ "# Flatten nested JSON values\n", "df = pd.json_normalize(observations)\n", "\n", "# Normalize timezones\n", "df['observed_on'] = df['observed_on'].dropna().apply(to_local_tz)\n", "\n", "# Add some extra date/time columns that matplotlib can more easily handle\n", "df['observed_time_mp'] = df['observed_on'].apply(date_to_mpl_time)\n", "df['observed_on_mp'] = df['observed_on'].apply(date_to_mpl_day_of_year)" ] }, { "cell_type": "code", "execution_count": 397, "metadata": {}, "outputs": [], "source": [ "# Optional: narrow down to just a few columns of interest\n", "#pprint(list(sorted(df.columns)))\n", "#df = df[OBS_COLUMNS]\n", "\n", "# Optional: Hacky way of setting limits by adding outliers\n", "# JointGrid + hexbin doesn't make it easy to do this the 'right' way without distorting the plot\n", "#df2 = pd.DataFrame([\n", "# {'observed_on': datetime(2020, 1, 1, 0, 0, 0, tzinfo=tz.tzlocal()), 'quality_grade': 'research'},\n", "# {'observed_on': datetime(2020, 12, 31, 23, 59, 59, tzinfo=tz.tzlocal()), 'quality_grade': 'research'},\n", "#])\n", "#df = df.append(df2)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Basic seasonality plot: observation counts by month & quality grade" ] }, { "cell_type": "code", "execution_count": 455, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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observed_monthquality_gradecounts
01.0casual3
13.0casual1
24.0casual4
34.0research29
45.0casual2
55.0research309
66.0casual20
76.0research1479
87.0casual21
97.0needs_id2
107.0research3325
118.0casual27
128.0needs_id3
138.0research3772
149.0casual34
159.0needs_id6
169.0research3023
1710.0casual6
1810.0research652
1911.0casual5
2011.0research23
2112.0research6
\n", "
" ], "text/plain": [ " observed_month quality_grade counts\n", "0 1.0 casual 3\n", "1 3.0 casual 1\n", "2 4.0 casual 4\n", "3 4.0 research 29\n", "4 5.0 casual 2\n", "5 5.0 research 309\n", "6 6.0 casual 20\n", "7 6.0 research 1479\n", "8 7.0 casual 21\n", "9 7.0 needs_id 2\n", "10 7.0 research 3325\n", "11 8.0 casual 27\n", "12 8.0 needs_id 3\n", "13 8.0 research 3772\n", "14 9.0 casual 34\n", "15 9.0 needs_id 6\n", "16 9.0 research 3023\n", "17 10.0 casual 6\n", "18 10.0 research 652\n", "19 11.0 casual 5\n", "20 11.0 research 23\n", "21 12.0 research 6" ] }, "execution_count": 455, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Preview: Show counts by month observed X quality grade\n", "df['observed_month'] = df['observed_on'].apply(lambda x: x.month)\n", "df[['observed_month', 'quality_grade']].groupby(['observed_month', 'quality_grade']).size().reset_index(name='counts')" ] }, { "cell_type": "code", "execution_count": 456, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 456, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Plot the same data on a simple histogram\n", "sns.histplot(data=df, x='observed_month', hue='quality_grade', bins=12, discrete=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## More detailed seasonality plot: observation counts by month observed & time of day\n", "\n", "This plot uses a joint hexbin plot with marginal distributions.\n", "\n", "It attempts to answer the question \"When is the best time to see monarch butterfies in the Midwest US?\"" ] }, { "cell_type": "code", "execution_count": 471, "metadata": { "tags": [ "nbsphinx-thumbnail" ] }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 471, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "grid = sns.JointGrid(data=df, x='observed_on_mp', y='observed_time_mp', height=10, dropna=True)\n", "grid.ax_marg_x.set_title('Observation times of monarch butterflies in the Midwest US')\n", "\n", "# Format X axis labels & ticks\n", "xaxis = grid.ax_joint.get_xaxis()\n", "xaxis.label.set_text('Month')\n", "xaxis.set_major_locator(dates.DayLocator(interval=30))\n", "xaxis.set_major_formatter(dates.DateFormatter('%b %d'))\n", "#xaxis.set_minor_locator(dates.DayLocator(interval=7))\n", "#xaxis.set_minor_formatter(dates.DateFormatter('%d'))\n", "\n", "# Format Y axis labels & ticks\n", "yaxis = grid.ax_joint.get_yaxis()\n", "yaxis.label.set_text('Time of Day')\n", "yaxis.set_major_locator(dates.HourLocator(interval=2))\n", "yaxis.set_major_formatter(dates.DateFormatter('%H:%M'))\n", "#yaxis.set_minor_locator(dates.HourLocator())\n", "#yaxis.set_minor_formatter(dates.DateFormatter('%H:%M'))\n", "\n", "# Generate a joint plot with marginal plots\n", "# Using the hexbin plotting function, because hexagons are the bestagons.\n", "# Also because it looks just a little like butterfly scales.\n", "grid.plot_joint(plt.hexbin, gridsize=24, cmap=get_colormap(PLOT_COLOR))\n", "grid.plot_marginals(sns.histplot, color=PLOT_COLOR, kde=False)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Alternate version with shorter syntax but messier labels" ] }, { "cell_type": "code", "execution_count": 475, "metadata": { "scrolled": false }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 475, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "sns.jointplot(data=df, x='observed_on_mp', y='observed_time_mp', bins=24, kind='hist')" ] } ], "metadata": { "celltoolbar": "Tags", "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.9.2" } }, "nbformat": 4, "nbformat_minor": 4 }