{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/pyinat/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": 1, "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": 4, "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 dates.date2num(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": 3, "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", " 151098: 'Mount Vernon, Iowa walking path',\n", " 161392: 'Upper Iowa River Wildlife Management Areas',\n", " 172799: 'Ashton Prairie',\n", " 174271: 'Des Moines Iowa Park'}\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": 6, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Total observations: 1451\n" ] } ], "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=24, # Iowa\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['results'])}')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Data cleanup" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "# Flatten nested JSON values\n", "df = pd.json_normalize(observations['results'])\n", "\n", "# Convert to DateTime object, coerce errors to NaT\n", "df['observed_on'] = pd.to_datetime(df['observed_on'], errors='coerce', utc=True)\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": 9, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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observed_monthquality_gradecounts
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" ], "text/plain": [ "\n", " observed_month quality_grade counts\n", "\u001b[1;36m0\u001b[0m \u001b[1;36m3.0\u001b[0m research \u001b[1;36m1\u001b[0m\n", "\u001b[1;36m1\u001b[0m \u001b[1;36m4.0\u001b[0m research \u001b[1;36m2\u001b[0m\n", "\u001b[1;36m2\u001b[0m \u001b[1;36m5.0\u001b[0m research \u001b[1;36m64\u001b[0m\n", "\u001b[1;36m3\u001b[0m \u001b[1;36m6.0\u001b[0m casual \u001b[1;36m2\u001b[0m\n", "\u001b[1;36m4\u001b[0m \u001b[1;36m6.0\u001b[0m research \u001b[1;36m180\u001b[0m\n", "\u001b[1;36m5\u001b[0m \u001b[1;36m7.0\u001b[0m casual \u001b[1;36m8\u001b[0m\n", "\u001b[1;36m6\u001b[0m \u001b[1;36m7.0\u001b[0m needs_id \u001b[1;36m2\u001b[0m\n", "\u001b[1;36m7\u001b[0m \u001b[1;36m7.0\u001b[0m research \u001b[1;36m340\u001b[0m\n", "\u001b[1;36m8\u001b[0m \u001b[1;36m8.0\u001b[0m casual \u001b[1;36m5\u001b[0m\n", "\u001b[1;36m9\u001b[0m \u001b[1;36m8.0\u001b[0m research \u001b[1;36m379\u001b[0m\n", "\u001b[1;36m10\u001b[0m \u001b[1;36m9.0\u001b[0m casual \u001b[1;36m6\u001b[0m\n", "\u001b[1;36m11\u001b[0m \u001b[1;36m9.0\u001b[0m research \u001b[1;36m399\u001b[0m\n", "\u001b[1;36m12\u001b[0m \u001b[1;36m10.0\u001b[0m research \u001b[1;36m58\u001b[0m\n", "\u001b[1;36m13\u001b[0m \u001b[1;36m11.0\u001b[0m casual \u001b[1;36m2\u001b[0m\n", "\u001b[1;36m14\u001b[0m \u001b[1;36m12.0\u001b[0m research \u001b[1;36m1\u001b[0m" ] }, "execution_count": 9, "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": 10, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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",
      "text/plain": [
       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 64\u001b[0m\u001b[1;36m0x480\u001b[0m\u001b[39m with \u001b[0m\u001b[1;36m1\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m"
      ]
     },
     "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 butterflies in the Midwest US?\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "tags": [
     "nbsphinx-thumbnail"
    ]
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "
\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "\u001b[1m<\u001b[0m\u001b[1;95mseaborn.axisgrid.JointGrid\u001b[0m\u001b[39m object at \u001b[0m\u001b[1;36m0x13228ee40\u001b[0m\u001b[1m>\u001b[0m"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "text/html": [
       "
\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 100\u001b[0m\u001b[1;36m0x1000\u001b[0m\u001b[39m with \u001b[0m\u001b[1;36m3\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m"
      ]
     },
     "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": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "
\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "\u001b[1m<\u001b[0m\u001b[1;95mseaborn.axisgrid.JointGrid\u001b[0m\u001b[39m object at \u001b[0m\u001b[1;36m0x12f936210\u001b[0m\u001b[1m>\u001b[0m"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "text/html": [
       "
\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 60\u001b[0m\u001b[1;36m0x600\u001b[0m\u001b[39m with \u001b[0m\u001b[1;36m3\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.jointplot(data=df, x='observed_on_mp', y='observed_time_mp', bins=24, kind='hist')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "celltoolbar": "Tags",
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.12.1"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}