{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "from matplotlib import pyplot as plt\n",
    "import seaborn as sns\n",
    "from pathlib import Path\n",
    "\n",
    "import numpy as np\n",
    "import re\n",
    "import music21 as m21\n",
    "import glob\n",
    "import pandas as pd\n",
    "\n",
    "score_path_glob = \"../musicxml/*.xml\"\n",
    "\n",
    "INTERVAL_LABELS = {\n",
    "    \"NC\": \"NC\",\n",
    "    \"P8\": \"R\",\n",
    "    \"P1\": \"R\",\n",
    "    \"d1\": \"7\",\n",
    "    \"d8\": \"7\",\n",
    "    \"A8\": \"b9\",\n",
    "    \"A1\": \"b9\",\n",
    "    \"m2\": \"b9\",\n",
    "    \"M2\": \"9\",\n",
    "    \"d2\": \"X\",\n",
    "    \"A2\": \"b3\",\n",
    "    \"d3\": \"9\",\n",
    "    \"m3\": \"b3\",\n",
    "    \"M3\": \"3\",\n",
    "    \"A3\": \"11\",\n",
    "    \"d4\": \"3\",\n",
    "    \"P4\": \"11\",\n",
    "    \"A4\": \"b5\",\n",
    "    \"AA4\": \"5\",\n",
    "    \"dd5\": \"11\",\n",
    "    \"d5\": \"b5\",\n",
    "    \"d6\": \"5\",\n",
    "    \"P5\": \"5\",\n",
    "    \"A5\": \"b13\",\n",
    "    \"m6\": \"b13\",\n",
    "    \"M6\": \"13\",\n",
    "    \"A6\": \"b7\",\n",
    "    \"d7\": \"13\",\n",
    "    \"m7\": \"b7\",\n",
    "    \"M7\": \"7\",\n",
    "    \"A7\": \"R\",\n",
    "    \"m9\": \"b9\",\n",
    "    \"d9\": \"b9\",\n",
    "    \"M9\": \"9\",\n",
    "    \"P9\": \"9\",\n",
    "    \"A9\": \"b3\",\n",
    "    \"d10\": \"b3\",\n",
    "    \"m10\": \"b3\",\n",
    "    \"M10\": \"3\",\n",
    "    \"A10\": \"11\",\n",
    "    \"d11\": \"3\",\n",
    "    \"P11\": \"11\",\n",
    "    \"A11\": \"b5\",\n",
    "    \"m12\": \"b5\",\n",
    "    \"d12\": \"b5\",\n",
    "    \"M12\": \"5\",\n",
    "    \"P12\": \"5\",\n",
    "    \"A12\": \"b13\",\n",
    "    \"d13\": \"b13\",\n",
    "    \"M13\": \"13\",\n",
    "    \"m13\": \"b13\",\n",
    "    \"A13\": \"b7\",\n",
    "    \"P14\": \"7\",\n",
    "    \"M14\": \"7\",\n",
    "    \"A14\": \"R\",\n",
    "    \"m14\": \"b7\",\n",
    "    \"d14\": \"b7\",\n",
    "    \"A15\": \"R\",\n",
    "    \"m15\": \"7\",\n",
    "    \"d15\": \"7\",\n",
    "    \"P15\": \"R\",\n",
    "}\n",
    "\n",
    "TITLES = [\n",
    "    \"All-the-Things-You-Are\",\n",
    "    \"Alone-Together\",\n",
    "    \"Apple-Jump\",\n",
    "    \"Autumn-Leaves\",\n",
    "    \"Blues-By-Five\",\n",
    "    \"Bye-Bye-Blackbird\",\n",
    "    \"C-Jam-Blues\",\n",
    "    \"Come-Rain-or-Come-Shine\",\n",
    "    \"Cottontail\",\n",
    "    \"Dear-Old-Stockholm\",\n",
    "    \"Dolphin-dance\",\n",
    "    \"Doxy\",\n",
    "    \"For-Regulars-Only\",\n",
    "    \"Four\",\n",
    "    \"Fried-Bananas\",\n",
    "    \"Gone-with-the-wind\",\n",
    "    \"Have-You-Met-Miss-Jones\",\n",
    "    \"Honeysuckle-Rose\",\n",
    "    \"I-ll-Remember-April\",\n",
    "    \"In-a-Mellow-Tone\",\n",
    "    \"In-Your-Own-Sweet-Way\",\n",
    "    \"Invitation\",\n",
    "    \"Isotope\",\n",
    "    \"Just-Friends\",\n",
    "    \"Ladybird\",\n",
    "    \"Milestones\",\n",
    "    \"Montmartre\",\n",
    "    \"Namely-You\",\n",
    "    \"Nows-the-time\",\n",
    "    \"Oleo\",\n",
    "    \"On-Green-Dolphin-Street\",\n",
    "    \"Out-of-the-Night\",\n",
    "    \"Parisian-Thoroughfare\",\n",
    "    \"Pennies-from-Heaven\",\n",
    "    \"Satin-Doll\",\n",
    "    \"Scrapple-From-the-Apple\",\n",
    "    \"Sonnymoon-for-Two\",\n",
    "    \"Soon\",\n",
    "    \"Star-Eyes\",\n",
    "    \"Stella-By-Starlight\",\n",
    "    \"Step-Lightly\",\n",
    "    \"Sweet-Georgia-Brown\",\n",
    "    \"Take-the-A-Train\",\n",
    "    \"Tangerine\",\n",
    "    \"The-Rainbow-People\",\n",
    "    \"There-will-never-be-another-you\",\n",
    "    \"Three-Little-Words\",\n",
    "    \"UMMG\",\n",
    "]\n",
    "\n",
    "PLAYERS = [\n",
    "    \"Ray Drummond\",\n",
    "    \"John Goldsby\",\n",
    "    \"Rufus Reid\",\n",
    "    \"Rufus Reid\",\n",
    "    \"Rufus Reid\",\n",
    "    \"Steve Gilmore\",\n",
    "    \"John Goldsby\",\n",
    "    \"Steve Gilmore\",\n",
    "    \"Rufus Reid\",\n",
    "    \"Rufus Reid\",\n",
    "    \"Ron Carter\",\n",
    "    \"Rufus Reid\",\n",
    "    \"Rufus Reid\",\n",
    "    \"Rufus Reid\",\n",
    "    \"Rufus Reid\",\n",
    "    \"Wayne Dockery\",\n",
    "    \"Steve Gilmore\",\n",
    "    \"Tyrone Wheeler\",\n",
    "    \"Todd Coolman\",\n",
    "    \"John Goldsby\",\n",
    "    \"Michael Moore\",\n",
    "    \"Steve Gilmore\",\n",
    "    \"Tyrone Wheeler\",\n",
    "    \"Steve Gilmore\",\n",
    "    \"Ray Drummond\",\n",
    "    \"Rufus Reid\",\n",
    "    \"Rufus Reid\",\n",
    "    \"Steve Gilmore\",\n",
    "    \"Rufus Reid\",\n",
    "    \"Steve Gilmore\",\n",
    "    \"Steve Gilmore\",\n",
    "    \"Tyrone Wheeler\",\n",
    "    \"Dennis Irwin\",\n",
    "    \"Tyrone Wheeler\",\n",
    "    \"Ron Carter\",\n",
    "    \"Ron Carter\",\n",
    "    \"Rufus Reid\",\n",
    "    \"Todd Coolman\",\n",
    "    \"Steve Gilmore\",\n",
    "    \"Ron Carter\",\n",
    "    \"Tyrone Wheeler\",\n",
    "    \"Tyrone Wheeler\",\n",
    "    \"Ron Carter\",\n",
    "    \"Todd Coolman\",\n",
    "    \"Rufus Reid\",\n",
    "    \"Christian Doky\",\n",
    "    \"Steve Gilmore\",\n",
    "    \"Lynn Seaton\",\n",
    "]\n",
    "\n",
    "# zip TITLES and PLAYERS into dictionary\n",
    "PLAYER_LOOKUP = dict(zip(TITLES, PLAYERS))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Annotating and displaying a score\n",
    "\n",
    "The following cell contains some code to analyse chord symbols and annotate notes with their chord degree, relative to the current chord.\n",
    "\n",
    "As an example of further processing, we also color roots in red when they occur on a chord change. Any chord change where a root is not played, we colour blue.\n",
    "\n",
    "The proportion of red to blue notes makes it clear that the bassist prefers to play the root on each new chord, which is one of the findings in our paper."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 108,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "dlopen error : dlopen(libjack.0.dylib, 0x0001): tried: '/Applications/MuseScore 3.app/Contents/MacOS/../Frameworks/libjack.0.dylib' (no such file), '/Applications/MuseScore 3.app/Contents/MacOS/../Frameworks/libjack.0.dylib' (no such file), 'libjack.0.dylib' (no such file), '/usr/local/lib/libjack.0.dylib' (no such file), '/usr/lib/libjack.0.dylib' (no such file), '/Users/xavriley/Dropbox/PhD/Datasets/FiloBass ISMIR Publication/notebooks/libjack.0.dylib' (no such file) \n",
      "dlopen error : dlopen(/usr/local/lib/libjack.0.dylib, 0x0001): tried: '/usr/local/lib/libjack.0.dylib' (no such file) \n",
      "Creating main window…\n",
      "ZoomBox::setLogicalZoom(): Formatting logical zoom level as 100% (rounded from 1.000000)\n",
      "Reading translations…\n",
      "convert </var/folders/44/p35k7czj02b6zl50d7w1rst80000gn/T/music21/tmp913hg13u.xml>...\n",
      "\tto </var/folders/44/p35k7czj02b6zl50d7w1rst80000gn/T/music21/tmp913hg13u.png>\n",
      "... success!\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 565,
       "width": 719
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Example of loading and annotating a score\n",
    "score_path = Path(\"../musicxml/Have-You-Met-Miss-Jones.xml\")\n",
    "\n",
    "score = m21.converter.parse(score_path)\n",
    "\n",
    "# find all bars in score without a chord symbol and add one if missing\n",
    "# for bar in score.getElementsByClass(\"Part\")[0].getElementsByClass(\n",
    "#     m21.stream.Measure\n",
    "# ):\n",
    "#     if len(bar.getElementsByClass(m21.harmony.ChordSymbol)) == 0:\n",
    "#         # print(f\"Bar {bar.number} has no chord symbol\")\n",
    "\n",
    "#         # insert a chord symbol\n",
    "#         chord = m21.harmony.ChordSymbol()\n",
    "#         chord.quarterLength = bar.duration.quarterLength\n",
    "#         bar.insert(0, chord)\n",
    "\n",
    "# This would normally be used to force chord symbols to have a duration\n",
    "# however it causes issues when trying to print a subset of the score using .measures()\n",
    "# m21.harmony.realizeChordSymbolDurations(score)\n",
    "\n",
    "notes = score.recurse().notesAndRests.flat\n",
    "\n",
    "prev_note = None\n",
    "# get all chords\n",
    "chords = score.flat.getElementsByClass(m21.harmony.ChordSymbol)\n",
    "\n",
    "for idx, chord in enumerate(chords):\n",
    "    # sanitize chord symbol ready for music21 parsing\n",
    "    kind_str = chord.chordKindStr\n",
    "\n",
    "    kind_str = kind_str.replace(\"mmaj\", \"minmaj\")\n",
    "    kind_str = kind_str.replace(\"(\", \"\")\n",
    "    kind_str = kind_str.replace(\")\", \"\")\n",
    "\n",
    "    if \"/\" in kind_str:\n",
    "        kind_str, bass_str = kind_str.split(\"/\")\n",
    "        if bass_str:\n",
    "            bass_str = bass_str.replace(\"b\", \"-\")\n",
    "            bass_str = \"/\" + bass_str\n",
    "    else:\n",
    "        bass_str = \"\"\n",
    "\n",
    "    if chord.pitches:\n",
    "        chord_root = chord.root().name\n",
    "        chord_root_midi = chord.root().midi\n",
    "        chord_str = f\"{chord_root}{kind_str}\"\n",
    "        if bass_str:\n",
    "            parsed_chord = m21.harmony.ChordSymbol(chord_str, bass=bass_str[1:])\n",
    "        else:\n",
    "            try:\n",
    "                parsed_chord = m21.harmony.ChordSymbol(chord_str)\n",
    "            except ValueError as e:\n",
    "                print(e)\n",
    "                print(f\"Chord: {chord_str}\")\n",
    "                print(f\"Bar: {chord.measureNumber}\")\n",
    "                print(f\"Score: {score_path}\")\n",
    "                raise\n",
    "        # print([n.name for n in parsed_chord.notes])\n",
    "    else:\n",
    "        chord_root_midi = 0\n",
    "        chord_root = \"\"\n",
    "        chord_str = \"\"\n",
    "\n",
    "    if len(chords) > idx + 1:\n",
    "        next_chord_offset = chords[idx + 1].offset\n",
    "    else:\n",
    "        next_chord_offset = -1\n",
    "\n",
    "    for note in notes.getElementsByOffset(\n",
    "        chord.offset,\n",
    "        next_chord_offset,\n",
    "        includeEndBoundary=False,\n",
    "        mustBeginInSpan=True,\n",
    "    ):\n",
    "        if type(note) not in [m21.note.Note, m21.note.Rest]:\n",
    "            continue\n",
    "\n",
    "        if note.isNote:\n",
    "            if chord_root:\n",
    "                interval = m21.interval.notesToInterval(\n",
    "                    m21.pitch.Pitch(chord.root().midi % 12 + 12),\n",
    "                    m21.pitch.Pitch((note.pitch.midi % 12) + 24),\n",
    "                )\n",
    "                note.lyric = INTERVAL_LABELS[interval.name]\n",
    "                if note.lyric == \"R\" and note.offset == chord.offset:\n",
    "                    note.style.color = 'red'\n",
    "                elif note.offset == chord.offset:\n",
    "                    note.style.color = 'blue'\n",
    "            else:\n",
    "                note.lyric = INTERVAL_LABELS[\"NC\"]\n",
    "\n",
    "score.measures(1,32).show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Generating note data\n",
    "\n",
    "In our work we generate a large table with information about each note, ready for subsequent analysis. This only needs to be run once to generate the CSV.\n",
    "\n",
    "## Figures differing from Published paper\n",
    "\n",
    "Please note: the published paper used the scores before they were proof read by a professional bassist. The corrections from this process may cause totals shown here to differ slightly from the published results as a result. The original uncorrected scores are available on request from the authors. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 54,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "../musicxml/All-the-Things-You-Are.xml\n",
      "../musicxml/Alone-Together.xml\n",
      "../musicxml/Apple-Jump.xml\n",
      "../musicxml/Autumn-Leaves.xml\n",
      "../musicxml/Blues-By-Five.xml\n",
      "../musicxml/Bye-Bye-Blackbird.xml\n",
      "../musicxml/C-Jam-Blues.xml\n",
      "../musicxml/Come-Rain-or-Come-Shine.xml\n",
      "../musicxml/Cottontail.xml\n",
      "../musicxml/Dear-Old-Stockholm.xml\n",
      "../musicxml/Dolphin-dance.xml\n",
      "../musicxml/Doxy.xml\n",
      "../musicxml/For-Regulars-Only.xml\n",
      "../musicxml/Four.xml\n",
      "../musicxml/Fried-Bananas.xml\n",
      "../musicxml/Gone-with-the-wind.xml\n",
      "../musicxml/Have-You-Met-Miss-Jones.xml\n",
      "../musicxml/Honeysuckle-Rose.xml\n",
      "../musicxml/I-ll-Remember-April.xml\n",
      "../musicxml/In-Your-Own-Sweet-Way.xml\n",
      "../musicxml/In-a-Mellow-Tone.xml\n",
      "../musicxml/Invitation.xml\n",
      "../musicxml/Isotope.xml\n",
      "../musicxml/Just-Friends.xml\n",
      "../musicxml/Ladybird.xml\n",
      "../musicxml/Milestones.xml\n",
      "../musicxml/Montmartre.xml\n",
      "../musicxml/Namely-You.xml\n",
      "../musicxml/Nows-the-time.xml\n",
      "../musicxml/Oleo.xml\n",
      "../musicxml/On-Green-Dolphin-Street.xml\n",
      "../musicxml/Out-of-the-Night.xml\n",
      "../musicxml/Parisian-Thoroughfare.xml\n",
      "../musicxml/Pennies-from-Heaven.xml\n",
      "../musicxml/Satin-Doll.xml\n",
      "../musicxml/Scrapple-From-the-Apple.xml\n",
      "../musicxml/Sonnymoon-for-Two.xml\n",
      "../musicxml/Soon.xml\n",
      "../musicxml/Star-Eyes.xml\n",
      "../musicxml/Stella-By-Starlight.xml\n",
      "../musicxml/Step-Lightly.xml\n",
      "../musicxml/Sweet-Georgia-Brown.xml\n",
      "../musicxml/Take-the-A-Train.xml\n",
      "../musicxml/Tangerine.xml\n",
      "../musicxml/The-Rainbow-People.xml\n",
      "../musicxml/There-will-never-be-another-you.xml\n",
      "../musicxml/Three-Little-Words.xml\n",
      "../musicxml/UMMG.xml\n"
     ]
    }
   ],
   "source": [
    "def generate_row(\n",
    "    chord, chord_root, chord_kind, chord_bass, note, degree, prev_note, score_path\n",
    "):\n",
    "    if not prev_note:\n",
    "        direction = 0\n",
    "\n",
    "    if type(note) is m21.note.Rest or (prev_note and prev_note.isRest):\n",
    "        direction = 0\n",
    "        note_pitch = \"\"\n",
    "        note_name = \"rest\"\n",
    "        interval = -50\n",
    "    elif note and prev_note and note.pitch.midi == prev_note.pitch.midi:\n",
    "        direction = 0\n",
    "        note_pitch = note.pitch.midi\n",
    "        note_name = note.pitch.name\n",
    "        interval = 0\n",
    "    elif note and prev_note and note.pitch.midi > prev_note.pitch.midi:\n",
    "        direction = 1\n",
    "        note_pitch = note.pitch.midi\n",
    "        note_name = note.pitch.name\n",
    "        interval = note.pitch.midi - prev_note.pitch.midi\n",
    "    else:\n",
    "        direction = -1\n",
    "        note_pitch = note.pitch.midi\n",
    "        note_name = note.pitch.name\n",
    "        if prev_note:\n",
    "            interval = note.pitch.midi - prev_note.pitch.midi\n",
    "        else:\n",
    "            interval = -50\n",
    "\n",
    "    d = {}\n",
    "    d.update(\n",
    "        {\n",
    "            \"id\": note.id,\n",
    "            \"title\": score_path,\n",
    "            \"player\": PLAYER_LOOKUP[score_path],\n",
    "            \"type\": note.__class__.__name__,\n",
    "            \"note\": note_name,\n",
    "            \"note_midi\": note_pitch,\n",
    "            \"note_global_offset\": note.offset,\n",
    "            \"note_relative_offset\": note.offset % 4,\n",
    "            \"note_duration\": note.duration.quarterLength,\n",
    "            \"note_degree\": degree,\n",
    "            \"note_direction\": direction,\n",
    "            \"note_interval\": interval,\n",
    "            \"chord\": chord_str,\n",
    "            \"chord_root\": chord_root,\n",
    "            \"chord_kind\": chord_kind,\n",
    "            \"chord_bass\": chord_bass,\n",
    "            # get offset within measure\n",
    "            \"chord_id\": chord.id,\n",
    "            \"chord_global_offset\": chord.offset,\n",
    "            \"chord_relative_offset\": chord.offset % 4,\n",
    "            \"chord_duration\": chord.duration.quarterLength,\n",
    "            \"measure_number\": note.measureNumber,\n",
    "        }\n",
    "    )\n",
    "    return d\n",
    "\n",
    "\n",
    "row_list = []\n",
    "for score_path in sorted(glob.glob(score_path_glob)):\n",
    "    print(score_path)\n",
    "\n",
    "    score = m21.converter.parse(score_path)\n",
    "\n",
    "    # find all bars in score without a chord symbol\n",
    "    for bar in score.getElementsByClass(\"Part\")[0].getElementsByClass(\n",
    "        m21.stream.Measure\n",
    "    ):\n",
    "        if len(bar.getElementsByClass(m21.harmony.ChordSymbol)) == 0:\n",
    "            # print(f\"Bar {bar.number} has no chord symbol\")\n",
    "\n",
    "            # insert a chord symbol\n",
    "            chord = m21.harmony.ChordSymbol()\n",
    "            chord.quarterLength = bar.duration.quarterLength\n",
    "            bar.insert(0, chord)\n",
    "\n",
    "    score = m21.harmony.realizeChordSymbolDurations(score)\n",
    "\n",
    "    notes = score.recurse().notesAndRests.flat\n",
    "\n",
    "    prev_note = None\n",
    "    # get all chords\n",
    "    for chord in score.flat.getElementsByClass(m21.harmony.ChordSymbol):\n",
    "        kind_str = chord.chordKindStr\n",
    "\n",
    "        kind_str = kind_str.replace(\"mmaj\", \"minmaj\")\n",
    "        kind_str = kind_str.replace(\"(\", \"\")\n",
    "        kind_str = kind_str.replace(\")\", \"\")\n",
    "\n",
    "        if \"/\" in kind_str:\n",
    "            kind_str, bass_str = kind_str.split(\"/\")\n",
    "            if bass_str:\n",
    "                bass_str = bass_str.replace(\"b\", \"-\")\n",
    "                bass_str = \"/\" + bass_str\n",
    "        else:\n",
    "            bass_str = \"\"\n",
    "\n",
    "        if chord.pitches:\n",
    "            chord_root = chord.root().name\n",
    "            chord_root_midi = chord.root().midi\n",
    "            chord_str = f\"{chord_root}{kind_str}\"\n",
    "            if bass_str:\n",
    "                parsed_chord = m21.harmony.ChordSymbol(chord_str, bass=bass_str[1:])\n",
    "            else:\n",
    "                try:\n",
    "                    parsed_chord = m21.harmony.ChordSymbol(chord_str)\n",
    "                except ValueError as e:\n",
    "                    print(e)\n",
    "                    print(f\"Chord: {chord_str}\")\n",
    "                    print(f\"Bar: {chord.measureNumber}\")\n",
    "                    print(f\"Score: {score_path}\")\n",
    "                    raise\n",
    "            # print([n.name for n in parsed_chord.notes])\n",
    "        else:\n",
    "            chord_root_midi = 0\n",
    "            chord_root = \"\"\n",
    "            chord_str = \"\"\n",
    "\n",
    "        for note in notes.getElementsByOffset(\n",
    "            chord.offset,\n",
    "            (chord.offset) + (chord.duration.quarterLength),\n",
    "            includeEndBoundary=False,\n",
    "            mustBeginInSpan=True,\n",
    "        ):\n",
    "            if type(note) not in [m21.note.Note, m21.note.Rest]:\n",
    "                continue\n",
    "\n",
    "            if note.isNote:\n",
    "                if chord_root:\n",
    "                    interval = m21.interval.notesToInterval(\n",
    "                        m21.pitch.Pitch(chord.root().midi % 12 + 12),\n",
    "                        m21.pitch.Pitch((note.pitch.midi % 12) + 24),\n",
    "                    )\n",
    "                    note.lyric = INTERVAL_LABELS[interval.name]\n",
    "                else:\n",
    "                    note.lyric = INTERVAL_LABELS[\"NC\"]\n",
    "\n",
    "                row_list.append(\n",
    "                    generate_row(\n",
    "                        chord,\n",
    "                        chord_root,\n",
    "                        kind_str,\n",
    "                        bass_str,\n",
    "                        note,\n",
    "                        note.lyric,\n",
    "                        prev_note,\n",
    "                        Path(score_path).stem,\n",
    "                    )\n",
    "                )\n",
    "            elif note.isRest:\n",
    "                row_list.append(\n",
    "                    generate_row(\n",
    "                        chord,\n",
    "                        chord_root,\n",
    "                        kind_str,\n",
    "                        bass_str,\n",
    "                        note,\n",
    "                        \"\",\n",
    "                        prev_note,\n",
    "                        Path(score_path).stem,\n",
    "                    )\n",
    "                )\n",
    "            else:\n",
    "                # shouldn't happen\n",
    "                raise\n",
    "\n",
    "            if note.isNote:\n",
    "                prev_note = note\n",
    "\n",
    "\n",
    "pd.DataFrame(row_list).to_csv(f\"note_data.csv\", index=False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [],
   "source": [
    "# prepare dataframe\n",
    "sns.set_theme()\n",
    "\n",
    "# Read in the data\n",
    "df = pd.read_csv(\n",
    "    Path(\n",
    "        \"/Users/xavriley/Dropbox/PhD/Datasets/FiloBass Publication/note_data.csv\"\n",
    "    ).absolute()\n",
    ")\n",
    "\n",
    "# resolve issue with data types by converting note_global_offset to float\n",
    "df[\"note_global_offset\"] = pd.to_numeric(df[\"note_global_offset\"], errors=\"coerce\")\n",
    "df[\"note_duration\"] = pd.to_numeric(df[\"note_duration\"], errors=\"coerce\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "player\n",
      "Christian Doky     1401\n",
      "Dennis Irwin       1321\n",
      "John Goldsby       2564\n",
      "Lynn Seaton        1278\n",
      "Michael Moore       753\n",
      "Ray Drummond       2181\n",
      "Ron Carter         5885\n",
      "Rufus Reid        15280\n",
      "Steve Gilmore     12323\n",
      "Todd Coolman       3952\n",
      "Tyrone Wheeler     5474\n",
      "Wayne Dockery      1050\n",
      "Name: note, dtype: int64\n"
     ]
    }
   ],
   "source": [
    "player_note_counts = df.query('type == \"Note\"').groupby(\"player\")[\"note\"].count()\n",
    "player_track_counts = (\n",
    "    df.query('type == \"Note\"')\n",
    "    .groupby([\"player\", \"title\"])\n",
    "    .count()\n",
    "    .groupby(\"player\")[\"id\"]\n",
    "    .count()\n",
    ")\n",
    "print(player_note_counts)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 51,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 293,
       "width": 423
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# group by note_degree and count\n",
    "# degree_counts = df.groupby('note_degree')['note_degree'].count().sort_values(ascending=False)\n",
    "degree_counts = (\n",
    "    df[[\"note_degree\", \"note\"]].groupby([\"note_degree\"]).count().reset_index()\n",
    ")\n",
    "degree_counts = degree_counts.rename(columns={\"note\": \"count\"})\n",
    "degree_counts = degree_counts.sort_values(by=\"count\", ascending=False)\n",
    "\n",
    "downbeat_note_degrees = (\n",
    "    df.where(df[\"note_global_offset\"] == df[\"chord_global_offset\"])[\n",
    "        [\"note_degree\", \"note\"]\n",
    "    ]\n",
    "    .groupby(\"note_degree\")\n",
    "    .count()\n",
    "    .reset_index()\n",
    ")\n",
    "downbeat_note_degrees = downbeat_note_degrees.rename(columns={\"note\": \"count\"})\n",
    "downbeat_note_degrees = downbeat_note_degrees.sort_values(by=\"count\", ascending=False)\n",
    "\n",
    "degree_counts[\"Type\"] = \"All\"\n",
    "downbeat_note_degrees[\"Type\"] = \"Chord Change Events Only\"\n",
    "res = pd.concat([degree_counts, downbeat_note_degrees])\n",
    "\n",
    "ax = sns.barplot(data=degree_counts, x=\"note_degree\", y=\"count\", hue=\"Type\")\n",
    "\n",
    "# set x-axis label\n",
    "ax.set_xlabel(\"Chord Degree\")\n",
    "# set y-axis label\n",
    "ax.set_ylabel(\"Count\")\n",
    "# set title\n",
    "ax.set_title(\"Chord Degree Distribution\")\n",
    "plt.savefig(\"note_degree_distribution.png\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 293,
       "width": 423
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = sns.barplot(data=downbeat_note_degrees, x=\"note_degree\", y=\"count\", hue=\"Type\")\n",
    "\n",
    "# set x-axis label\n",
    "ax.set_xlabel(\"Chord Degree\")\n",
    "# set y-axis label\n",
    "ax.set_ylabel(\"Count\")\n",
    "# set title\n",
    "ax.set_title(\"Chord Degree Distribution on New Chords\")\n",
    "# plt.savefig('note_degree_distribution_downbeats.png')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "7848 / 12497 measures contain 4 quarter notes (62.80%)\n"
     ]
    }
   ],
   "source": [
    "# bars containing 4 quarter notes only\n",
    "measures_containing_quarter_notes = (\n",
    "    df.query('note_duration == 1.0 and type == \"Note\"')\n",
    "    .groupby([\"title\", \"measure_number\"])\n",
    "    .size()\n",
    ")\n",
    "\n",
    "all_measures = df.groupby([\"title\", \"measure_number\"]).size().size\n",
    "\n",
    "measures_with_all_quarter_notes = measures_containing_quarter_notes[\n",
    "    measures_containing_quarter_notes == 4\n",
    "].size\n",
    "\n",
    "print(\n",
    "    f\"{measures_with_all_quarter_notes} / {all_measures} measures contain 4 quarter notes ({measures_with_all_quarter_notes / all_measures * 100:.2f}%)\"\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 60,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Top ngrams of chord degrees - all data\n",
      "R 3                   1034\n",
      "R 5                    736\n",
      "R b5                   674\n",
      "R R                    533\n",
      "R                      460\n",
      "                      ... \n",
      "9 R 3 13                 1\n",
      "R 9 b3 3 b7 11           1\n",
      "11 11 11 R 11 7 11       1\n",
      "b13 9 b9 b5              1\n",
      "R 9 b3 b3 R 5            1\n",
      "Name: note_degree, Length: 3474, dtype: int64\n",
      "\n",
      "Top ngrams of chord degrees - chords with duration >= 4 beats\n",
      "R 9 b3 3           320\n",
      "NC                 179\n",
      "R 3 11 b5          177\n",
      "R b9 9 3           103\n",
      "R b7 13 b13         91\n",
      "                  ... \n",
      "7 13 7 5 3 3 7       1\n",
      "R b7 13 R b13        1\n",
      "b13 b13 5 9 7        1\n",
      "R 7 11 5 b5 11       1\n",
      "9 b3 3 13 11 13      1\n",
      "Name: note_degree, Length: 3048, dtype: int64\n"
     ]
    }
   ],
   "source": [
    "# most common n-grams of note degrees\n",
    "\n",
    "# per bar - not as informative\n",
    "# ngrams = df.query('type == \"Note\"').groupby(['title', 'measure_number'])['note_degree'].apply(lambda x: ' '.join(x)).reset_index()['note_degree'].value_counts()\n",
    "\n",
    "# per chord - probably more informative\n",
    "ngrams = (\n",
    "    df.query('type == \"Note\"')\n",
    "    .groupby([\"title\", \"chord_global_offset\"])[\"note_degree\"]\n",
    "    .apply(lambda x: \" \".join(x))\n",
    "    .reset_index()[\"note_degree\"]\n",
    ")\n",
    "print(\"Top ngrams of chord degrees - all data\")\n",
    "print(ngrams.value_counts())\n",
    "print()\n",
    "\n",
    "four_beat_chord_ngrams = (\n",
    "    df.query('type == \"Note\" and chord_duration >= 4.0')\n",
    "    .groupby([\"title\", \"chord_global_offset\"])[\"note_degree\"]\n",
    "    .apply(lambda x: \" \".join(x))\n",
    "    .reset_index()[\"note_degree\"]\n",
    ")\n",
    "print(\"Top ngrams of chord degrees - chords with duration >= 4 beats\")\n",
    "print(four_beat_chord_ngrams.value_counts())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 63,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
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('b7 b13 b3 b3', 1), ('5 5 13 9', 1), ('3 9 5 11', 1), ('9 5 11 13', 1), ('5 11 13 5', 1), ('b3 13 b13 b7', 1), ('13 7 R 9', 1), ('b13 b9 R 9', 1), ('3 b3 9 b5', 1), ('b13 R b3 b7', 1), ('5 b5 13 5', 1), ('R 5 13 13', 1), ('b5 3 9 9', 1), ('5 3 3 13', 1), ('b7 5 b13 b7', 1), ('b13 b7 b3 R', 1), ('b3 R 3 b3', 1), ('7 7 7 R', 1), ('b7 5 3 b3', 1), ('3 b3 R b9', 1), ('b9 b9 5 b9', 1), ('R R 3 b7', 1), ('b7 R 5 b5', 1), ('b9 7 13 7', 1), ('13 R b3 5', 1), ('3 b3 5 b7', 1), ('3 b3 R b13', 1), ('b7 b3 R b5', 1), ('b3 R b5 3', 1), ('R b3 b3 7', 1), ('3 b3 R b5', 1), ('b3 R b5 11', 1), ('3 b13 3 13', 1), ('b13 3 13 5', 1), ('3 9 b9 5', 1), ('11 3 b3 b13', 1), ('R R b13 b13', 1), ('R b5 7 b5', 1), ('b3 3 b9 b9', 1), ('3 b9 b9 9', 1), ('b3 R R 3', 1), ('7 R b3 3', 1), ('b3 5 b7 b5', 1), ('b3 7 b9 R', 1), ('7 b9 R b13', 1), ('7 b7 b13 b13', 1), ('b7 b13 b13 5', 1), ('b9 9 b3 R', 1), ('b9 3 13 5', 1), ('13 R b3 b3', 1), ('3 3 b7 13', 1), ('R b3 3 7', 1), ('b3 R b5 R', 1), ('3 b3 R 3', 1), ('b3 R 3 3', 1), ('b3 b3 b9 7', 1), ('3 11 R 3', 1), ('R R 7 5', 1), ('R b9 R b3', 1), ('b9 R b3 b3', 1), ('R 3 7 9', 1), ('3 7 9 3', 1), ('13 5 9 3', 1)]\n"
     ]
    }
   ],
   "source": [
    "# Alternative method for finding ngrams\n",
    "substrings = []\n",
    "for string in map(lambda x: x.split(' '), four_beat_chord_ngrams.to_numpy()):\n",
    "    for i in range(len(string)):\n",
    "        for j in range(i+1, len(string)+1):\n",
    "            substrings.append(' '.join(string[i:j]))\n",
    "\n",
    "from collections import Counter\n",
    "substring_counts = Counter(substrings)\n",
    "sorted_substrings = sorted(substring_counts.items(), key=lambda x: x[1], reverse=True)\n",
    "print([s for s in sorted_substrings if len(s[0].split(' ')) == 4]) # ignore repeated notes or repeated subsequences in output"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 70,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 792x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 345,
       "width": 552
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# calculate changes in direction\n",
    "df.sort_values(by=['title', 'note_global_offset'], inplace=True)\n",
    "df['prev_dir'] = df.note_direction.shift(periods=-1)\n",
    "# df['prev_midi'] = df.note_midi.shift(periods=-1)\n",
    "# df['note_interval'] = df.note_midi - df.prev_midi\n",
    "# df.query('note_direction != prev_dir and note_direction != 0')\n",
    "\n",
    "\n",
    "# distribution of note intervals\n",
    "step_intervals = [-2,-1, 1, 2]\n",
    "repeat_intervals = [0]\n",
    "leap_intervals = [-15, -14, -13, -12, -11, -10, -9, -8, -7, -6, -5, -4, -3, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15]\n",
    "\n",
    "note_intervals = df.groupby('note_interval').count().reset_index()\n",
    "note_intervals = note_intervals.rename(columns={'note': 'count'})\n",
    "note_intervals = note_intervals.query('note_interval >= -15 and note_interval <= 15')\n",
    "\n",
    "step_count = df.query('note_interval in @step_intervals').count().values[0]\n",
    "repeat_count = df.query('note_interval in @repeat_intervals').count().values[0]\n",
    "leap_count = df.query('note_interval in @leap_intervals').count().values[0]\n",
    "asc_leap_count = df.query('note_interval in @leap_intervals and note_interval > 0').count().values[0]\n",
    "asc_step_count = df.query('note_interval in @step_intervals and note_interval > 0').count().values[0]\n",
    "desc_leap_count = df.query('note_interval in @leap_intervals and note_interval < 0').count().values[0]\n",
    "desc_step_count = df.query('note_interval in @step_intervals and note_interval < 0').count().values[0]\n",
    "\n",
    "\n",
    "int_df = pd.DataFrame([\n",
    "    ['Steps (tones, semitones)',step_count],\n",
    "    ['Repeats',repeat_count],\n",
    "    ['Leaps (>= minor 3rd)',leap_count]\n",
    "], columns=['IntervalType', 'Count'])\n",
    "\n",
    "asc_int_df = pd.DataFrame([\n",
    "    ['Steps (tones, semitones)',asc_step_count],\n",
    "    ['Repeats',repeat_count],\n",
    "    ['Leaps (>= minor 3rd)',asc_leap_count]\n",
    "], columns=['IntervalType', 'Count'])\n",
    "\n",
    "desc_int_df = pd.DataFrame([\n",
    "    ['Steps (tones, semitones)',desc_step_count],\n",
    "    ['Repeats',repeat_count],\n",
    "    ['Leaps (>= minor 3rd)',desc_leap_count]\n",
    "], columns=['IntervalType', 'Count'])\n",
    "\n",
    "total = int_df['IntervalType'].value_counts().values.sum()\n",
    "asc_total = asc_int_df['IntervalType'].value_counts().values.sum()\n",
    "desc_total = desc_int_df['IntervalType'].value_counts().values.sum()\n",
    "\n",
    "def fmt(x):\n",
    "    return 'n{:.0f}'.format(x, total*x/100)\n",
    "\n",
    "SMALL_SIZE = 16\n",
    "MEDIUM_SIZE = 18\n",
    "BIGGER_SIZE = 24\n",
    "\n",
    "plt.rc('font', size=MEDIUM_SIZE)          # controls default text sizes\n",
    "plt.rc('axes', titlesize=SMALL_SIZE)     # fontsize of the axes title\n",
    "plt.rc('axes', labelsize=MEDIUM_SIZE)    # fontsize of the x and y labels\n",
    "plt.rc('xtick', labelsize=SMALL_SIZE)    # fontsize of the tick labels\n",
    "plt.rc('ytick', labelsize=SMALL_SIZE)    # fontsize of the tick labels\n",
    "plt.rc('legend', fontsize=MEDIUM_SIZE)    # legend fontsize\n",
    "plt.rc('figure', titlesize=BIGGER_SIZE)  # fontsize of the figure title\n",
    "\n",
    "fig, ax = plt.subplots(1, 1, figsize=(11, 5))\n",
    "\n",
    "patches, text, _ = ax.pie(int_df['Count'].values, autopct=lambda x: '{:.1f}%'.format(x, total*x/100))\n",
    "ax.set_title('Asc/Desc/Repeated Distribution')\n",
    "\n",
    "fig.tight_layout()\n",
    "\n",
    "fig.legend(patches, [\"Steps (tones, semitones)\", \"Repeats\", \"Leaps (>= minor 3rd)\"], loc=\"lower left\", ncol=1)\n",
    "\n",
    "plt.savefig('interval_distribution_pie.png')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 72,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 792x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 333,
       "width": 767
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 1, figsize=(11, 5))\n",
    "note_intervals.plot.bar(x='note_interval', y='count', color=list(\"gggggggggggggbb\")+[\"#f97306\"]+list(\"bbggggggggggg\"), ax=ax)\n",
    "ax.set_title('Interval Distribution')\n",
    "ax.set_xlabel('Semitone Interval')\n",
    "ax.get_legend().remove()\n",
    "\n",
    "fig.tight_layout()\n",
    "\n",
    "plt.savefig('interval_distribution.png')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 74,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 293,
       "width": 424
      }
     },
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2.449016939608653\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<Figure size 432x288 with 0 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df_notes_only = df.query('type == \"Note\"')\n",
    "df_notes_only = df_notes_only.reset_index(drop=True)\n",
    "line_groups = [g for _, g in df_notes_only.groupby((df_notes_only.note_direction.diff().abs() > 1).cumsum())]\n",
    "\n",
    "# lengths of a sequence of notes before a change in direction\n",
    "# seems to exhibit a power law distribution\n",
    "a,b  = np.array([[g[0].iloc[0], len(g)] for _, g in pd.DataFrame([len(g) for g in line_groups]).groupby(0)][:20]).T\n",
    "ax = sns.barplot(x=a, y=b, facecolor='b', palette='Blues_d')\n",
    "# set x-axis label\n",
    "ax.set_xlabel(\"Length of sequence in same direction\")\n",
    "# set y-axis label\n",
    "ax.set_ylabel(\"Count\")\n",
    "# set title\n",
    "ax.set_title('Sequence Length Distribution')\n",
    "plt.show()\n",
    "plt.savefig('sequence_length.png')\n",
    "\n",
    "# mean direction calculation\n",
    "out = []\n",
    "for x, y in zip(a, b):\n",
    "    out.extend([x] * y)\n",
    "print(np.array(out).mean())"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "base",
   "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": "3.9.12"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}