translation_bias.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "%matplotlib inline\n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sb\n",
    "\n",
    "from sklearn.metrics import f1_score\n",
    "import numpy as np\n",
    "\n",
    "import langid\n",
    "import json\n",
    "import pandas as pd\n",
    "from collections import Counter\n",
    "\n",
    "from sklearn.linear_model import LogisticRegression\n",
    "from sklearn.metrics import classification_report\n",
    "from sklearn.model_selection import cross_val_score, cross_val_predict, GridSearchCV\n",
    "from sklearn.feature_extraction.text import TfidfVectorizer\n",
    "from sklearn.preprocessing import LabelEncoder\n",
    "from sklearn.pipeline import Pipeline\n",
    "from sklearn.ensemble import RandomForestClassifier\n",
    "from collections import defaultdict\n",
    "\n",
    "from scipy.stats import entropy\n",
    "from bisect import bisect\n",
    "\n",
    "from sklearn.feature_selection import SelectKBest\n",
    "from sklearn.feature_selection import chi2\n",
    "\n",
    "\n",
    "countries = {'Italy': 'it', \n",
    "             'Denmark': 'da', \n",
    "             'Germany': 'de',\n",
    "             'France': 'fr',\n",
    "             'Netherlands': 'nl',\n",
    "             'Sweden': 'sv',\n",
    "             'United States': 'us', 'United Kingdom': 'uk'}\n",
    "lang2country = {v:k for k, v in countries.items()}\n",
    "age_brackets = '0-14|15-24|25-54|55-64|65+'.split('|')\n",
    "breakpoints = [15,25,55,65]\n",
    "gender2id = {'F': 0, 'M': 1}\n",
    "age2id = {cat: i for i, cat in enumerate(age_brackets[1:])}"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 149,
   "metadata": {},
   "outputs": [],
   "source": [
    "def map_decade(n):\n",
    "    if 0 <= n < 10:\n",
    "        return 0\n",
    "    elif 10 <= n < 20:\n",
    "        return 1\n",
    "    elif 20 <= n < 30:\n",
    "        return 2\n",
    "    elif 30 <= n < 40:\n",
    "        return 3\n",
    "    elif 40 <= n < 50:\n",
    "        return 4\n",
    "    elif 50 <= n < 60:\n",
    "        return 5\n",
    "    elif 60 <= n < 70:\n",
    "        return 6\n",
    "    else:\n",
    "        return 7\n",
    "\n",
    "def get_split(a):\n",
    "    c = Counter(a)\n",
    "    total = sum(c.values())\n",
    "    return ' : '.join(['{}'.format(round(c[cat]/total*100)) for cat in sorted(c.keys())])\n",
    "\n",
    "def get_kl(a, b):\n",
    "    epsilon = 0.00000001\n",
    "    c1 = Counter(a)\n",
    "    total1 = sum(c1.values()) + len(c1)*epsilon\n",
    "    c1c = [(c1[cat]+epsilon)/total1 for cat in sorted(c1.keys())]\n",
    "\n",
    "    c2 = Counter(b)\n",
    "    total2 = sum(c2.values())+ len(c1)*epsilon\n",
    "    c2c = [(c2[cat]+epsilon)/total2 for cat in sorted(c1.keys())]\n",
    "\n",
    "\n",
    "    return '%.3f' % entropy(c1c, c2c)\n",
    "\n",
    "\n",
    "from scipy.stats import chi2_contingency\n",
    "def get_significance(P,Q):\n",
    "    A = Counter(P)\n",
    "    B = Counter(Q)\n",
    "\n",
    "    a = np.zeros((2,len(A)), dtype=int)\n",
    "    \n",
    "    for key, value in sorted(A.items()):\n",
    "        a[0, key] = value\n",
    "    for key, value in sorted(B.items()):\n",
    "        a[1, key] = value\n",
    "\n",
    "    g,p, dof, E = chi2_contingency(a)\n",
    "    significance = ''\n",
    "    if p <= 0.01:\n",
    "        significance = '$^{**}$'\n",
    "    elif p <= 0.05:\n",
    "        significance = '$^{*}$'\n",
    "    return significance\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "def collect_data(json_file, lang, country, age_distro, test_samples=200, train_samples=2500):\n",
    "    instances = []\n",
    "    test_distro = {'M':defaultdict(int), 'F':defaultdict(int)}\n",
    "    train_distro = {'M':defaultdict(int), 'F':defaultdict(int)}\n",
    "\n",
    "\n",
    "    for i, line in enumerate(open(json_file)):\n",
    "        if i > 0:\n",
    "            if i % 1000 == 0:\n",
    "                print('{} ({} instances)'.format(i, len(instances)), flush=True)\n",
    "            elif i % 50 == 0:\n",
    "                print('.', end='', flush=True)\n",
    "\n",
    "            \n",
    "        data = json.loads(line.strip())\n",
    "        birth_year = data.get('birth_year')\n",
    "        gender = data.get('gender')\n",
    "\n",
    "        if birth_year is not None and gender is not None:\n",
    "            birth_year = int(birth_year)\n",
    "            for review in data['reviews']:\n",
    "                # make sure language is correct\n",
    "                if langid.classify(' '.join(review['text']))[0] != lang:\n",
    "                    continue\n",
    "\n",
    "                label = None\n",
    "                if review.get('date') is not None:\n",
    "                    # compute age at posting\n",
    "                    age = int(review['date'][:4]) - birth_year\n",
    "                    age_bracket = bisect(breakpoints, age)\n",
    "                    # ignore under 15s\n",
    "                    if age_bracket == 0:\n",
    "                        continue\n",
    "                    age_cat = age_brackets[age_bracket]\n",
    "\n",
    "                    # add to test sample if group is still undersampled\n",
    "                    if test_distro[gender][age_cat] <= (age_distro[country][gender][age_cat] *  test_samples):\n",
    "                        test_distro[gender][age_cat] += 1\n",
    "                        label = 'test'\n",
    "\n",
    "                    # add to train sample if group is still undersampled\n",
    "                    elif train_distro[gender][age_cat] <= (age_distro[country][gender][age_cat] *  train_samples):\n",
    "                        train_distro[gender][age_cat] += 1\n",
    "                        label = 'train'\n",
    "\n",
    "\n",
    "                    if label is not None:\n",
    "                        instances.append((' '.join(review['text']).replace('\\n', ' ').strip(), age, age_cat, gender, label))\n",
    "    return instances"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'da': {'M': {'15-24': 0.15716506553858337,\n",
       "   '25-54': 0.47812782628628586,\n",
       "   '55-64': 0.14873194823598057,\n",
       "   '65+': 0.21597515993915017},\n",
       "  'F': {'15-24': 0.1465849598104401,\n",
       "   '25-54': 0.45754491323753205,\n",
       "   '55-64': 0.14677165997691782,\n",
       "   '65+': 0.24909846697511004}},\n",
       " 'fr': {'M': {'15-24': 0.15276796259184233,\n",
       "   '25-54': 0.47838667250217254,\n",
       "   '55-64': 0.15161417516918108,\n",
       "   '65+': 0.21723118973680405},\n",
       "  'F': {'15-24': 0.13725741765651378,\n",
       "   '25-54': 0.44223211603112583,\n",
       "   '55-64': 0.1530613445558388,\n",
       "   '65+': 0.2674491217565216}},\n",
       " 'de': {'M': {'15-24': 0.1196946014732823,\n",
       "   '25-54': 0.47323152505109517,\n",
       "   '55-64': 0.17514820278434567,\n",
       "   '65+': 0.23192567069127687},\n",
       "  'F': {'15-24': 0.10946249754655234,\n",
       "   '25-54': 0.4423169761437796,\n",
       "   '55-64': 0.16826877888452899,\n",
       "   '65+': 0.279951747425139}},\n",
       " 'it': {'M': {'15-24': 0.11665705513461495,\n",
       "   '25-54': 0.5003960179742142,\n",
       "   '55-64': 0.1563129612483596,\n",
       "   '65+': 0.22663396564281127},\n",
       "  'F': {'15-24': 0.10615032395681126,\n",
       "   '25-54': 0.46894253977330813,\n",
       "   '55-64': 0.15160252495153614,\n",
       "   '65+': 0.2733046113183445}},\n",
       " 'nl': {'M': {'15-24': 0.1491613864865091,\n",
       "   '25-54': 0.4779054527064387,\n",
       "   '55-64': 0.16212594560262797,\n",
       "   '65+': 0.21080721520442422},\n",
       "  'F': {'15-24': 0.138504120994208,\n",
       "   '25-54': 0.4584260381340502,\n",
       "   '55-64': 0.15822347939940978,\n",
       "   '65+': 0.24484636147233202}},\n",
       " 'sv': {'M': {'15-24': 0.13944204705432187,\n",
       "   '25-54': 0.487521942987251,\n",
       "   '55-64': 0.14302026424692738,\n",
       "   '65+': 0.23001574571149977},\n",
       "  'F': {'15-24': 0.12896826206363907,\n",
       "   '25-54': 0.4673472870267324,\n",
       "   '55-64': 0.1399230210020614,\n",
       "   '65+': 0.2637614299075671}},\n",
       " 'uk': {'M': {'15-24': 0.14678706130747168,\n",
       "   '25-54': 0.5043972066130419,\n",
       "   '55-64': 0.14831738287582372,\n",
       "   '65+': 0.20049834920366272},\n",
       "  'F': {'15-24': 0.13744623777675252,\n",
       "   '25-54': 0.4737386358120329,\n",
       "   '55-64': 0.1483618631580547,\n",
       "   '65+': 0.24045326325315985}},\n",
       " 'us': {'M': {'15-24': 0.16879073996138438,\n",
       "   '25-54': 0.494930628636907,\n",
       "   '55-64': 0.1570322064096411,\n",
       "   '65+': 0.17924642499206747},\n",
       "  'F': {'15-24': 0.15400369823361565,\n",
       "   '25-54': 0.47113543404031943,\n",
       "   '55-64': 0.16099925004769655,\n",
       "   '65+': 0.2138616176783684}}}"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "values_m = []\n",
    "values_f = []\n",
    "record = False\n",
    "\n",
    "age_distro = {}\n",
    "for row in open('data/age_facts.txt'):\n",
    "    row = row.strip()\n",
    "\n",
    "    if record and (row[0] == '0' or row[0] == '1' or row[0] == '2' or row[0] == '5'):\n",
    "        elements = row.replace(',', '').replace(')', '').split()\n",
    "        values_m.append(int(elements[4]))\n",
    "        values_f.append(int(elements[6]))\n",
    "\n",
    "    elif record and row[0] == '6':\n",
    "        elements = row.replace(',', '').replace(')', '').split()\n",
    "        values_m.append(int(elements[6]))\n",
    "        values_f.append(int(elements[8]))\n",
    "\n",
    "        sum_m = sum(values_m[1:])\n",
    "        values_m = [value/sum_m for value in values_m[1:]]\n",
    "        \n",
    "        sum_f = sum(values_f[1:])\n",
    "        values_f = [value/sum_f for value in values_f[1:]]\n",
    "\n",
    "        age_distro[countries[country]] = {'M': dict(zip(age_brackets[1:], values_m)), 'F': dict(zip(age_brackets[1:], values_f))}\n",
    "\n",
    "        values_m = []\n",
    "        values_f = []\n",
    "        record = False\n",
    "        \n",
    "    else:\n",
    "        if row in countries:\n",
    "            country = row\n",
    "            record = True\n",
    "age_distro"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Extract balanced data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 671,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
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     ]
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    {
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     "output_type": "stream",
     "text": [
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/pandas/core/indexing.py:362: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: http://pandas.pydata.org/pandas-docs/stable/indexing.html#indexing-view-versus-copy\n",
      "  self.obj[key] = _infer_fill_value(value)\n",
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/pandas/core/indexing.py:543: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: http://pandas.pydata.org/pandas-docs/stable/indexing.html#indexing-view-versus-copy\n",
      "  self.obj[item] = s\n"
     ]
    },
    {
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      ".........."
     ]
    }
   ],
   "source": [
    "for (lang, country, lang_file) in [('it', 'it', '../data/JSON/italy.auto-adjusted_gender.NUTS-regions.jsonl'),\n",
    "                                  ('de', 'de', '../data/JSON/germany.auto-adjusted_gender.NUTS-regions.jsonl'),\n",
    "                                  ('fr', 'fr', '../data/JSON/france.auto-adjusted_gender.NUTS-regions.jsonl'),\n",
    "                                  ('nl', 'nl', '../data/JSON/netherlands.auto-adjusted_gender.NUTS-regions.jsonl')\n",
    "                                  ]:\n",
    "    df_new = pd.DataFrame(collect_data(lang_file, \n",
    "                                      lang, country,\n",
    "                                      age_distro),\n",
    "                     columns='text age age_cat gender label'.split()\n",
    "                    )\n",
    "    \n",
    "    # add translations\n",
    "    google_translation = pd.read_excel('data/{}/{}.xlsx'.format(lang, lang), encoding='utf8')\n",
    "    bing_translation = pd.read_excel('data/{}/{}_bing.xlsx'.format(lang, lang), encoding='utf8')\n",
    "    deepl_translation = pd.read_excel('data/{}/{}_deepl.xlsx'.format(lang, lang), encoding='utf8')\n",
    "\n",
    "    assert (df_new[df_new.label == 'test'].text.values == google_translation[google_translation.label == 'test'].text.values).all()\n",
    "    assert (df_new[df_new.label == 'test'].text.values == bing_translation[bing_translation.label == 'test'].text.values).all()\n",
    "    assert (df_new[df_new.label == 'test'].text.values == deepl_translation[deepl_translation.label == 'test'].text.values).all()\n",
    "\n",
    "    df_test = df_new[df_new.label=='test']\n",
    "    df_test.loc[df_test.label=='test', 'google_translation'] = google_translation[google_translation.label == 'test']['translation'].values\n",
    "    df_test.loc[df_test.label=='test', 'bing_translation'] = bing_translation[bing_translation.label == 'test']['bing_translation'].values\n",
    "    df_test.loc[df_test.label=='test', 'deepl_translation'] = deepl_translation[deepl_translation.label == 'test']['deepl_translation'].values\n",
    "\n",
    "    df_test.to_excel('data/{}/{}_TEST.xlsx'.format(lang, lang), encoding='utf8')\n",
    "    df_new[df_new.label=='train'].to_excel('data/{}/{}_TRAIN.xlsx'.format(lang, lang), encoding='utf8')\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# START HERE!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 158,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "de gender\n",
      "LogisticRegression(C=0.5, class_weight='balanced', dual=False,\n",
      "                   fit_intercept=True, intercept_scaling=1, l1_ratio=None,\n",
      "                   max_iter=100, multi_class='auto', n_jobs=-1, penalty='l2',\n",
      "                   random_state=None, solver='saga', tol=0.0001, verbose=0,\n",
      "                   warm_start=False) 0.6098901098901099\n",
      "0.6600496277915633\n",
      "\n",
      "de age_cat\n",
      "LogisticRegression(C=1.0, class_weight='balanced', dual=False,\n",
      "                   fit_intercept=True, intercept_scaling=1, l1_ratio=None,\n",
      "                   max_iter=100, multi_class='auto', n_jobs=-1, penalty='l2',\n",
      "                   random_state=None, solver='saga', tol=0.0001, verbose=0,\n",
      "                   warm_start=False) 0.5210989010989011\n",
      "0.4640198511166253\n",
      "\n",
      "de decade\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/sag.py:337: ConvergenceWarning: The max_iter was reached which means the coef_ did not converge\n",
      "  \"the coef_ did not converge\", ConvergenceWarning)\n",
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/sag.py:337: ConvergenceWarning: The max_iter was reached which means the coef_ did not converge\n",
      "  \"the coef_ did not converge\", ConvergenceWarning)\n",
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/sag.py:337: ConvergenceWarning: The max_iter was reached which means the coef_ did not converge\n",
      "  \"the coef_ did not converge\", ConvergenceWarning)\n",
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/sag.py:337: ConvergenceWarning: The max_iter was reached which means the coef_ did not converge\n",
      "  \"the coef_ did not converge\", ConvergenceWarning)\n",
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/sag.py:337: ConvergenceWarning: The max_iter was reached which means the coef_ did not converge\n",
      "  \"the coef_ did not converge\", ConvergenceWarning)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "LogisticRegression(C=2.0, class_weight='balanced', dual=False,\n",
      "                   fit_intercept=True, intercept_scaling=1, l1_ratio=None,\n",
      "                   max_iter=100, multi_class='auto', n_jobs=-1, penalty='l2',\n",
      "                   random_state=None, solver='saga', tol=0.0001, verbose=0,\n",
      "                   warm_start=False) 0.27714285714285714\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/sag.py:337: ConvergenceWarning: The max_iter was reached which means the coef_ did not converge\n",
      "  \"the coef_ did not converge\", ConvergenceWarning)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.2655086848635236\n",
      "\n",
      "en_us gender\n",
      "LogisticRegression(C=2.0, class_weight='balanced', dual=False,\n",
      "                   fit_intercept=True, intercept_scaling=1, l1_ratio=None,\n",
      "                   max_iter=100, multi_class='auto', n_jobs=-1, penalty='l2',\n",
      "                   random_state=None, solver='saga', tol=0.0001, verbose=0,\n",
      "                   warm_start=False) 0.6594724220623501\n",
      "0.6228287841191067\n",
      "\n",
      "en_us age_cat\n",
      "LogisticRegression(C=0.5, class_weight='balanced', dual=False,\n",
      "                   fit_intercept=True, intercept_scaling=1, l1_ratio=None,\n",
      "                   max_iter=100, multi_class='auto', n_jobs=-1, penalty='l2',\n",
      "                   random_state=None, solver='saga', tol=0.0001, verbose=0,\n",
      "                   warm_start=False) 0.5163868904876099\n",
      "0.4441687344913151\n",
      "\n",
      "en_us decade\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/sag.py:337: ConvergenceWarning: The max_iter was reached which means the coef_ did not converge\n",
      "  \"the coef_ did not converge\", ConvergenceWarning)\n",
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/sag.py:337: ConvergenceWarning: The max_iter was reached which means the coef_ did not converge\n",
      "  \"the coef_ did not converge\", ConvergenceWarning)\n",
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/sag.py:337: ConvergenceWarning: The max_iter was reached which means the coef_ did not converge\n",
      "  \"the coef_ did not converge\", ConvergenceWarning)\n",
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/sag.py:337: ConvergenceWarning: The max_iter was reached which means the coef_ did not converge\n",
      "  \"the coef_ did not converge\", ConvergenceWarning)\n",
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/sag.py:337: ConvergenceWarning: The max_iter was reached which means the coef_ did not converge\n",
      "  \"the coef_ did not converge\", ConvergenceWarning)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "LogisticRegression(C=2.0, class_weight='balanced', dual=False,\n",
      "                   fit_intercept=True, intercept_scaling=1, l1_ratio=None,\n",
      "                   max_iter=100, multi_class='auto', n_jobs=-1, penalty='l2',\n",
      "                   random_state=None, solver='saga', tol=0.0001, verbose=0,\n",
      "                   warm_start=False) 0.3205435651478817\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/sag.py:337: ConvergenceWarning: The max_iter was reached which means the coef_ did not converge\n",
      "  \"the coef_ did not converge\", ConvergenceWarning)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.2555831265508685\n",
      "\n",
      "fr gender\n",
      "LogisticRegression(C=2.0, class_weight='balanced', dual=False,\n",
      "                   fit_intercept=True, intercept_scaling=1, l1_ratio=None,\n",
      "                   max_iter=100, multi_class='auto', n_jobs=-1, penalty='l2',\n",
      "                   random_state=None, solver='saga', tol=0.0001, verbose=0,\n",
      "                   warm_start=False) 0.6522192123359033\n",
      "0.6386138613861386\n",
      "\n",
      "fr age_cat\n",
      "LogisticRegression(C=1.0, class_weight='balanced', dual=False,\n",
      "                   fit_intercept=True, intercept_scaling=1, l1_ratio=None,\n",
      "                   max_iter=100, multi_class='auto', n_jobs=-1, penalty='l2',\n",
      "                   random_state=None, solver='saga', tol=0.0001, verbose=0,\n",
      "                   warm_start=False) 0.48072515107314023\n",
      "0.3910891089108911\n",
      "\n",
      "fr decade\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/sag.py:337: ConvergenceWarning: The max_iter was reached which means the coef_ did not converge\n",
      "  \"the coef_ did not converge\", ConvergenceWarning)\n",
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/sag.py:337: ConvergenceWarning: The max_iter was reached which means the coef_ did not converge\n",
      "  \"the coef_ did not converge\", ConvergenceWarning)\n",
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/sag.py:337: ConvergenceWarning: The max_iter was reached which means the coef_ did not converge\n",
      "  \"the coef_ did not converge\", ConvergenceWarning)\n",
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/sag.py:337: ConvergenceWarning: The max_iter was reached which means the coef_ did not converge\n",
      "  \"the coef_ did not converge\", ConvergenceWarning)\n",
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/sag.py:337: ConvergenceWarning: The max_iter was reached which means the coef_ did not converge\n",
      "  \"the coef_ did not converge\", ConvergenceWarning)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "LogisticRegression(C=5.0, class_weight='balanced', dual=False,\n",
      "                   fit_intercept=True, intercept_scaling=1, l1_ratio=None,\n",
      "                   max_iter=100, multi_class='auto', n_jobs=-1, penalty='l2',\n",
      "                   random_state=None, solver='saga', tol=0.0001, verbose=0,\n",
      "                   warm_start=False) 0.24963534069597834\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/sag.py:337: ConvergenceWarning: The max_iter was reached which means the coef_ did not converge\n",
      "  \"the coef_ did not converge\", ConvergenceWarning)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.25742574257425743\n",
      "\n",
      "it gender\n",
      "LogisticRegression(C=5.0, class_weight='balanced', dual=False,\n",
      "                   fit_intercept=True, intercept_scaling=1, l1_ratio=None,\n",
      "                   max_iter=100, multi_class='auto', n_jobs=-1, penalty='l2',\n",
      "                   random_state=None, solver='saga', tol=0.0001, verbose=0,\n",
      "                   warm_start=False) 0.640665626625065\n",
      "0.6157760814249363\n",
      "\n",
      "it age_cat\n",
      "LogisticRegression(C=0.5, class_weight='balanced', dual=False,\n",
      "                   fit_intercept=True, intercept_scaling=1, l1_ratio=None,\n",
      "                   max_iter=100, multi_class='auto', n_jobs=-1, penalty='l2',\n",
      "                   random_state=None, solver='saga', tol=0.0001, verbose=0,\n",
      "                   warm_start=False) 0.6341653666146646\n",
      "0.4198473282442748\n",
      "\n",
      "it decade\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/sag.py:337: ConvergenceWarning: The max_iter was reached which means the coef_ did not converge\n",
      "  \"the coef_ did not converge\", ConvergenceWarning)\n",
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/sag.py:337: ConvergenceWarning: The max_iter was reached which means the coef_ did not converge\n",
      "  \"the coef_ did not converge\", ConvergenceWarning)\n",
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/sag.py:337: ConvergenceWarning: The max_iter was reached which means the coef_ did not converge\n",
      "  \"the coef_ did not converge\", ConvergenceWarning)\n",
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/sag.py:337: ConvergenceWarning: The max_iter was reached which means the coef_ did not converge\n",
      "  \"the coef_ did not converge\", ConvergenceWarning)\n",
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/sag.py:337: ConvergenceWarning: The max_iter was reached which means the coef_ did not converge\n",
      "  \"the coef_ did not converge\", ConvergenceWarning)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "LogisticRegression(C=5.0, class_weight='balanced', dual=False,\n",
      "                   fit_intercept=True, intercept_scaling=1, l1_ratio=None,\n",
      "                   max_iter=100, multi_class='auto', n_jobs=-1, penalty='l2',\n",
      "                   random_state=None, solver='saga', tol=0.0001, verbose=0,\n",
      "                   warm_start=False) 0.28211128445137806\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/sag.py:337: ConvergenceWarning: The max_iter was reached which means the coef_ did not converge\n",
      "  \"the coef_ did not converge\", ConvergenceWarning)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.2544529262086514\n",
      "\n",
      "nl gender\n",
      "LogisticRegression(C=0.5, class_weight='balanced', dual=False,\n",
      "                   fit_intercept=True, intercept_scaling=1, l1_ratio=None,\n",
      "                   max_iter=100, multi_class='auto', n_jobs=-1, penalty='l2',\n",
      "                   random_state=None, solver='saga', tol=0.0001, verbose=0,\n",
      "                   warm_start=False) 0.6147852147852148\n",
      "0.6550868486352357\n",
      "\n",
      "nl age_cat\n",
      "LogisticRegression(C=2.0, class_weight='balanced', dual=False,\n",
      "                   fit_intercept=True, intercept_scaling=1, l1_ratio=None,\n",
      "                   max_iter=100, multi_class='auto', n_jobs=-1, penalty='l2',\n",
      "                   random_state=None, solver='saga', tol=0.0001, verbose=0,\n",
      "                   warm_start=False) 0.4997002997002997\n",
      "0.4317617866004963\n",
      "\n",
      "nl decade\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/sag.py:337: ConvergenceWarning: The max_iter was reached which means the coef_ did not converge\n",
      "  \"the coef_ did not converge\", ConvergenceWarning)\n",
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/sag.py:337: ConvergenceWarning: The max_iter was reached which means the coef_ did not converge\n",
      "  \"the coef_ did not converge\", ConvergenceWarning)\n",
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/sag.py:337: ConvergenceWarning: The max_iter was reached which means the coef_ did not converge\n",
      "  \"the coef_ did not converge\", ConvergenceWarning)\n",
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/sag.py:337: ConvergenceWarning: The max_iter was reached which means the coef_ did not converge\n",
      "  \"the coef_ did not converge\", ConvergenceWarning)\n",
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/sag.py:337: ConvergenceWarning: The max_iter was reached which means the coef_ did not converge\n",
      "  \"the coef_ did not converge\", ConvergenceWarning)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "LogisticRegression(C=5.0, class_weight='balanced', dual=False,\n",
      "                   fit_intercept=True, intercept_scaling=1, l1_ratio=None,\n",
      "                   max_iter=100, multi_class='auto', n_jobs=-1, penalty='l2',\n",
      "                   random_state=None, solver='saga', tol=0.0001, verbose=0,\n",
      "                   warm_start=False) 0.2949050949050949\n",
      "0.2679900744416873\n",
      "\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/sag.py:337: ConvergenceWarning: The max_iter was reached which means the coef_ did not converge\n",
      "  \"the coef_ did not converge\", ConvergenceWarning)\n"
     ]
    }
   ],
   "source": [
    "res = {'gender':[], 'age_cat':[], 'decade':[]}\n",
    "train_sets_X = {}\n",
    "test_sets_X = {}\n",
    "train_sets_y = {'gender':{}, 'age_cat':{}, 'decade':{}}\n",
    "test_sets_y = {'gender':{}, 'age_cat':{}, 'decade':{}}\n",
    "vectorizers = {}\n",
    "\n",
    "predictions_org = {'gender': defaultdict(list), 'age_cat': defaultdict(list), 'decade': defaultdict(list)}\n",
    "\n",
    "base_macro_f1 = {'gender': {'de': 0.65, 'en_us': 0.62, 'fr': 0.64, 'it': 0.62, 'nl': 0.66},\n",
    "                 'age_cat': {'de': 0.52, 'en_us': 0.53, 'fr': 0.45, 'it': 0.52, 'nl': 0.49},\n",
    "                 'decade': {'de': 0.27, 'en_us': 0.27, 'fr': 0.22, 'it': 0.30, 'nl': 0.27}\n",
    "}\n",
    "\n",
    "\n",
    "for lang in 'de en_us fr it nl'.split():\n",
    "    train = pd.read_excel('data/{}/{}_TRAIN.xlsx'.format(lang, lang), encoding='utf8')\n",
    "    test = pd.read_excel('data/{}/{}_TEST.xlsx'.format(lang, lang), encoding='utf8')\n",
    "    \n",
    "    vectorizer_lang = TfidfVectorizer(analyzer='char', ngram_range=(2,6), sublinear_tf=True, min_df=0.001, max_df=0.6)\n",
    "    vectorizers[lang] = vectorizer_lang\n",
    "    \n",
    "    X_lang = vectorizer_lang.fit_transform(train.text.apply(str).values)\n",
    "    Z_lang = vectorizer_lang.transform(test.text.apply(str).values)\n",
    "        \n",
    "    train_sets_X[lang] = X_lang\n",
    "    test_sets_X[lang] = Z_lang\n",
    "\n",
    "    for target in 'gender age_cat decade'.split():\n",
    "        print(lang, target)\n",
    "\n",
    "        if target == 'gender':\n",
    "            y_lang = [gender2id[g] for g in train[target].values] \n",
    "        elif target == 'age_cat':\n",
    "            y_lang = [age2id[g] for g in train[target].values]\n",
    "        elif target == 'decade':\n",
    "            y_lang = [map_decade(g) for g in train['age'].values]\n",
    "            \n",
    "        train_sets_y[target][lang] = y_lang\n",
    "\n",
    "        # find best setting\n",
    "        base_clf = CalibratedClassifierCV(cv=5,\n",
    "            base_estimator=LogisticRegression(n_jobs=-1,\n",
    "                                              solver='saga',\n",
    "                                              multi_class='auto',\n",
    "                                              class_weight='balanced'\n",
    "                                             )\n",
    "        )\n",
    "        param_grid = {'base_estimator__C': [5.0, 2.0, 1.0, 0.5, 0.1]}\n",
    "        search = GridSearchCV(base_clf, param_grid, cv=3, scoring='f1_micro', n_jobs=-1)\n",
    "\n",
    "        # selector = SelectKBest(chi2, k=9000).fit(X_lang, y_lang)\n",
    "\n",
    "        # X_sel = selector.transform(X_lang)\n",
    "        # Z_sel = selector.transform(Z_lang)\n",
    "        X_sel, Z_sel = X_lang, Z_lang\n",
    "\n",
    "        search.fit(X_sel, y_lang)\n",
    "\n",
    "        print(search.best_estimator_.base_estimator, search.best_score_)\n",
    "        \n",
    "        X_sel, Z_sel = X_lang, Z_lang\n",
    "        clf = search.best_estimator_.base_estimator#LogisticRegression(class_weight='balanced', solver='saga')\n",
    "        clf.fit(X_sel, y_lang)\n",
    "\n",
    "        preds_org = clf.predict(Z_sel)\n",
    "        predictions_org[target][lang] = preds_org\n",
    "        \n",
    "        if target == 'gender':\n",
    "            z_lang = [gender2id[g] for g in test[target].values] \n",
    "        elif target == 'age_cat':\n",
    "            z_lang = [age2id[g] for g in test[target].values]\n",
    "        elif target == 'decade':\n",
    "            z_lang = [map_decade(g) for g in test['age'].values]\n",
    "\n",
    "        test_sets_y[target][lang] = z_lang\n",
    "        \n",
    "        score = f1_score(preds_org, z_lang, average='micro')\n",
    "        print(score)\n",
    "        print()\n",
    "        res[target].append(score)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Translations INTO english\n",
    "\n",
    "## fit classifiers"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 58,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/logistic.py:432: FutureWarning: Default solver will be changed to 'lbfgs' in 0.22. Specify a solver to silence this warning.\n",
      "  FutureWarning)\n"
     ]
    }
   ],
   "source": [
    "translation_into_en = {'de':{}, 'fr':{}, 'it':{}, 'nl':{}}\n",
    "\n",
    "predictions_into_en = {'gender': {'de':{}, 'fr':{}, 'it':{}, 'nl':{}}, \n",
    "                       'age_cat': {'de':{}, 'fr':{}, 'it':{}, 'nl':{}},\n",
    "                       'decade': {'de':{}, 'fr':{}, 'it':{}, 'nl':{}},\n",
    "                      }\n",
    "\n",
    "for target in 'gender age_cat decade'.split():\n",
    "    clf_en = LogisticRegression(class_weight='balanced')\n",
    "    clf_en.fit(train_sets_X['en_us'], train_sets_y[target]['en_us'])\n",
    "\n",
    "    for lang in 'de fr it nl'.split():\n",
    "        test = pd.read_excel('data/{}/{}_TEST.xlsx'.format(lang, lang), encoding='utf8')\n",
    "\n",
    "        for transl in 'google_translation bing_translation deepl_translation'.split():\n",
    "            sample = vectorizers['en_us'].transform(test[transl].apply(str).values)\n",
    "            translation_into_en[lang][transl] = sample\n",
    "            preds_transl = clf_en.predict(sample)\n",
    "            predictions_into_en[target][lang][transl] = preds_transl            \n",
    "            "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## apply classifiers"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 114,
   "metadata": {},
   "outputs": [],
   "source": [
    "res = []\n",
    "for lang in 'de fr it nl'.split():\n",
    "    lang_res = [get_split(test_sets_y['gender'][lang])]\n",
    "    org_split = get_split(predictions_org['gender'][lang])\n",
    "    significance = get_significance(test_sets_y['gender'][lang], predictions_org['gender'][lang])\n",
    "    lang_res.append(\"{}{}\".format(org_split, significance))\n",
    "\n",
    "    org_kl = get_kl(test_sets_y['gender'][lang], predictions_org['gender'][lang])\n",
    "    lang_res.append(org_kl)\n",
    "    \n",
    "    for transl in 'google_translation bing_translation deepl_translation'.split():\n",
    "        en_split = get_split(predictions_into_en['gender'][lang][transl])\n",
    "        significancet = get_significance(test_sets_y['gender'][lang], predictions_into_en['gender'][lang][transl])\n",
    "        lang_res.append(\"{}{}\".format(en_split, significancet))\n",
    "\n",
    "        en_kl = get_kl(test_sets_y['gender'][lang], predictions_into_en['gender'][lang][transl])\n",
    "        lang_res.append(en_kl)\n",
    "        \n",
    "    res.append(lang_res)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 115,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\\begin{tabular}{llllllllll}\n",
      "\\toprule\n",
      "{} &    split &    split &     KL &           split &     KL &           split &     KL &           split &     KL \\\\\n",
      "\\midrule\n",
      "de &  50 : 50 &  48 : 52 &  0.001 &  37 : 63\\$\\textasciicircum \\{**\\}\\$ &  0.034 &  35 : 65\\$\\textasciicircum \\{**\\}\\$ &  0.045 &  35 : 65\\$\\textasciicircum \\{**\\}\\$ &  0.045 \\\\\n",
      "fr &  50 : 50 &  47 : 53 &  0.002 &         49 : 51 &  0.000 &         48 : 52 &  0.001 &         49 : 51 &  0.000 \\\\\n",
      "it &  48 : 52 &  47 : 53 &  0.000 &  37 : 63\\$\\textasciicircum \\{**\\}\\$ &  0.026 &         43 : 57 &  0.006 &  36 : 64\\$\\textasciicircum \\{**\\}\\$ &  0.033 \\\\\n",
      "nl &  50 : 50 &  49 : 51 &  0.000 &         47 : 53 &  0.001 &         47 : 53 &  0.002 &         44 : 56 &  0.007 \\\\\n",
      "\\bottomrule\n",
      "\\end{tabular}\n",
      "\n"
     ]
    }
   ],
   "source": [
    "k = pd.DataFrame(res, columns=['split']+['split', 'KL'] * 4, index='de fr it nl'.split())\n",
    "print(k.to_latex())"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Translations FROM English\n",
    "\n",
    "## fit classifiers"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 66,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/logistic.py:432: FutureWarning: Default solver will be changed to 'lbfgs' in 0.22. Specify a solver to silence this warning.\n",
      "  FutureWarning)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "gender de google_translation\n",
      "gender de bing_translation\n",
      "gender de deepl_translation\n",
      "gender fr google_translation\n",
      "gender fr bing_translation\n",
      "gender fr deepl_translation\n",
      "gender it google_translation\n",
      "gender it bing_translation\n",
      "gender it deepl_translation\n",
      "gender nl google_translation\n",
      "gender nl bing_translation\n",
      "gender nl deepl_translation\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/dirkhovy/anaconda3/lib/python3.6/site-packages/sklearn/linear_model/logistic.py:469: FutureWarning: Default multi_class will be changed to 'auto' in 0.22. Specify the multi_class option to silence this warning.\n",
      "  \"this warning.\", FutureWarning)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "age_cat de google_translation\n",
      "age_cat de bing_translation\n",
      "age_cat de deepl_translation\n",
      "age_cat fr google_translation\n",
      "age_cat fr bing_translation\n",
      "age_cat fr deepl_translation\n",
      "age_cat it google_translation\n",
      "age_cat it bing_translation\n",
      "age_cat it deepl_translation\n",
      "age_cat nl google_translation\n",
      "age_cat nl bing_translation\n",
      "age_cat nl deepl_translation\n",
      "decade de google_translation\n",
      "decade de bing_translation\n",
      "decade de deepl_translation\n",
      "decade fr google_translation\n",
      "decade fr bing_translation\n",
      "decade fr deepl_translation\n",
      "decade it google_translation\n",
      "decade it bing_translation\n",
      "decade it deepl_translation\n",
      "decade nl google_translation\n",
      "decade nl bing_translation\n",
      "decade nl deepl_translation\n"
     ]
    }
   ],
   "source": [
    "translation_from_en = {'de':{}, 'fr':{}, 'it':{}, 'nl':{}}\n",
    "\n",
    "predictions_from_en = {'gender': {'de':{}, 'fr':{}, 'it':{}, 'nl':{}}, \n",
    "                       'age_cat': {'de':{}, 'fr':{}, 'it':{}, 'nl':{}},\n",
    "                       'decade': {'de':{}, 'fr':{}, 'it':{}, 'nl':{}}\n",
    "                      }\n",
    "\n",
    "\n",
    "for target in 'gender age_cat decade'.split():\n",
    "\n",
    "    for lang in 'de fr it nl'.split():\n",
    "        clf_en = LogisticRegression(class_weight='balanced')\n",
    "        clf_en.fit(train_sets_X[lang], train_sets_y[target][lang])\n",
    "\n",
    "        for transl in 'google_translation bing_translation deepl_translation'.split():\n",
    "            print(target, lang, transl)\n",
    "            test = pd.read_excel('data/en_us/en_us_{}.xlsx'.format(transl), encoding='utf8')\n",
    "\n",
    "            key = transl.split('_')\n",
    "            sample = vectorizers[lang].transform(test['{}_{}_{}'.format(key[0], lang, key[1])].apply(str).values)\n",
    "            translation_from_en[lang][transl] = sample\n",
    "            preds_transl = clf_en.predict(sample)\n",
    "            predictions_from_en[target][lang][transl] = preds_transl\n",
    "            "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## apply classifiers"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 116,
   "metadata": {},
   "outputs": [],
   "source": [
    "res = []\n",
    "\n",
    "en_res = [get_split(test_sets_y['gender']['en_us'])]\n",
    "org_split = get_split(predictions_org['gender']['en_us'])\n",
    "significance = get_significance(test_sets_y['gender']['en_us'], predictions_org['gender']['en_us'])\n",
    "en_res.append(\"{}{}\".format(org_split, significance))\n",
    "\n",
    "org_kl = get_kl(test_sets_y['gender']['en_us'], predictions_org['gender']['en_us'])\n",
    "en_res.append(org_kl)\n",
    "\n",
    "for lang in 'de fr it nl'.split():\n",
    "    lang_res = en_res.copy()\n",
    "    \n",
    "    lang_res.append(lang)\n",
    "    for transl in 'google_translation bing_translation deepl_translation'.split():\n",
    "        en_split = get_split(predictions_from_en['gender'][lang][transl])\n",
    "        significancet = get_significance(test_sets_y['gender']['en_us'], predictions_from_en['gender'][lang][transl])\n",
    "        lang_res.append(\"{}{}\".format(en_split, significancet))\n",
    "\n",
    "        en_kl = get_kl(test_sets_y['gender']['en_us'], predictions_from_en['gender'][lang][transl])\n",
    "        lang_res.append(en_kl)\n",
    "\n",
    "    res.append(lang_res)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 117,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\\begin{tabular}{lllllllllll}\n",
      "\\toprule\n",
      "{} &    split &    split &     KL & lang &           split &     KL &          split &     KL &           split &     KL \\\\\n",
      "\\midrule\n",
      "0 &  50 : 50 &  49 : 51 &  0.000 &   de &   59 : 41\\$\\textasciicircum \\{*\\}\\$ &  0.015 &  58 : 42\\$\\textasciicircum \\{*\\}\\$ &  0.013 &   58 : 42\\$\\textasciicircum \\{*\\}\\$ &  0.011 \\\\\n",
      "1 &  50 : 50 &  49 : 51 &  0.000 &   fr &         49 : 51 &  0.000 &        52 : 48 &  0.001 &         54 : 46 &  0.003 \\\\\n",
      "2 &  50 : 50 &  49 : 51 &  0.000 &   it &         45 : 55 &  0.004 &        44 : 56 &  0.007 &   41 : 59\\$\\textasciicircum \\{*\\}\\$ &  0.016 \\\\\n",
      "3 &  50 : 50 &  49 : 51 &  0.000 &   nl &  40 : 60\\$\\textasciicircum \\{**\\}\\$ &  0.020 &  43 : 57\\$\\textasciicircum \\{*\\}\\$ &  0.010 &  40 : 60\\$\\textasciicircum \\{**\\}\\$ &  0.019 \\\\\n",
      "\\bottomrule\n",
      "\\end{tabular}\n",
      "\n"
     ]
    }
   ],
   "source": [
    "ek = pd.DataFrame(res, columns=['split', 'split', 'KL', 'lang'] + ['split', 'KL'] * 3, index=None)\n",
    "\n",
    "print(ek.to_latex())"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Age "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## into English"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 135,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x1440 with 16 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "sb.set_context('poster')\n",
    "\n",
    "fig, ax = plt.subplots(nrows=4, ncols=4, sharex=True, sharey=False, figsize=(15,20))\n",
    "pos = [0.42, 0.65, 0.88]\n",
    "ax[0, 0].annotate('org. lang.', xy=(0.19, 0.95), xytext=(1, 1),\n",
    "                xycoords='figure fraction', textcoords='offset points',\n",
    "                size='large', ha='center', va='center')\n",
    "\n",
    "for l, lang in enumerate('de fr it nl'.split()):\n",
    "    kl = get_kl(test_sets_y['age_cat'][lang], predictions_org['age_cat'][lang])\n",
    "    significance = get_significance(test_sets_y['age_cat'][lang], predictions_org['age_cat'][lang])\n",
    "    pd.DataFrame({lang:predictions_org['age_cat'][lang], \n",
    "                  'gold': test_sets_y['age_cat'][lang]}).plot.kde(ax=ax[l, 0], title='KL={}{}'.format(kl,significance), style=['--', '-'])\n",
    "    ax[l, 0].set_ylabel(lang, rotation=90, size='large')\n",
    "    ax[l, 0].get_legend().remove()\n",
    "    ax[3, 0].set_xticklabels(age_brackets[1:], rotation=45)\n",
    "    \n",
    "    for t, transl in enumerate('google_translation bing_translation deepl_translation'.split()):\n",
    "        if l == 0:\n",
    "            ax[0, t+1].annotate(transl.split('_')[0].title(), xy=(pos[t], 0.95), xytext=(1, 1),\n",
    "                xycoords='figure fraction', textcoords='offset points',\n",
    "                size='large', ha='center', va='center')\n",
    "        \n",
    "        klt = get_kl(test_sets_y['age_cat'][lang], predictions_into_en['age_cat'][lang][transl])\n",
    "        significancet = get_significance(test_sets_y['age_cat'][lang], predictions_into_en['age_cat'][lang][transl])\n",
    "        pd.DataFrame({transl.split('_')[0].title():predictions_into_en['age_cat'][lang][transl], \n",
    "                      'gold': test_sets_y['age_cat'][lang]}).plot.kde(ax=ax[l, t+1],                                                                                                                                                  title='KL={}{}'.format(klt, significancet), \n",
    "                                                                                                                                                 style=['--', '-'])\n",
    "        ax[l, t+1].get_legend().remove()\n",
    "        ax[l, t+1].set_ylabel(None)\n",
    "        ax[3, t+1].set_xticklabels(age_brackets[1:], rotation=45)\n",
    "\n",
    "ax[0, 0].set_xticks(list(range(4)), minor=False)\n",
    "fig.savefig('age_into_en.png', dpi=150, bbox_inches='tight', pad_inches=0.1)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## from English"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 139,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x1440 with 16 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(nrows=4, ncols=4, sharex=True, sharey=True, figsize=(15,20))\n",
    "pos = [0.42, 0.65, 0.88]\n",
    "\n",
    "kl = get_kl(test_sets_y['age_cat']['en_us'], predictions_org['age_cat']['en_us'])\n",
    "significance = get_significance(test_sets_y['age_cat']['en_us'], predictions_org['age_cat']['en_us'])\n",
    "pd.DataFrame({lang:predictions_org['age_cat']['en_us'], 'gold': test_sets_y['age_cat']['en_us']}).plot.kde(ax=ax[0, 0], title='KL={}{}'.format(kl, significance), style=['--', '-'])\n",
    "ax[0, 0].annotate('EN', xy=(0.19, 0.95), xytext=(1, 1),\n",
    "                xycoords='figure fraction', textcoords='offset points',\n",
    "                size='large', ha='center', va='center')\n",
    "ax[0, 0].get_legend().remove()\n",
    "\n",
    "\n",
    "for l, lang in enumerate('de fr it nl'.split()):\n",
    "    for t, transl in enumerate('google_translation bing_translation deepl_translation'.split()):\n",
    "        ax[0, t+1].annotate(transl.split('_')[0].title(), xy=(pos[t], 0.95), xytext=(1, 1),\n",
    "            xycoords='figure fraction', textcoords='offset points',\n",
    "            size='large', ha='center', va='center')\n",
    "        \n",
    "        klt = get_kl(test_sets_y['age_cat']['en_us'], predictions_from_en['age_cat'][lang][transl])\n",
    "        significancet = get_significance(test_sets_y['age_cat']['en_us'], predictions_from_en['age_cat'][lang][transl])\n",
    "\n",
    "        pd.DataFrame({transl.split('_')[0].title():predictions_from_en['age_cat'][lang][transl],\n",
    "                      'EN':test_sets_y['age_cat']['en_us']\n",
    "                     }).plot.kde(ax=ax[l, t+1], title='KL={}{}'.format(klt, significancet), style=['--', '-'])\n",
    "        ax[l, t+1].get_legend().remove()\n",
    "        if l == 0 or t > 0:\n",
    "            ax[l, t+1].set_ylabel(None)\n",
    "        ax[3, t+1].set_xticklabels(age_brackets[1:], rotation=45)\n",
    "\n",
    "        \n",
    "    if l > 0:\n",
    "        ax[l, 0].set_axis_off()\n",
    "        \n",
    "    k = 0 if l == 0 else 1\n",
    "    ax[l, k].set_ylabel(lang, rotation=90, size='large')\n",
    "\n",
    "ax[0, 0].set_xticks(list(range(4)), minor=False)\n",
    "ax[0, 0].set_xticklabels(age_brackets[1:], rotation=45)\n",
    "\n",
    "        \n",
    "fig.savefig('age_from_en.png', dpi=150, bbox_inches='tight', pad_inches=0.1)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Decade into English"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 140,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x1440 with 16 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(nrows=4, ncols=4, sharex=True, sharey=True, figsize=(15,20))\n",
    "pos = [0.42, 0.65, 0.88]\n",
    "ax[0, 0].annotate('org. lang.', xy=(0.19, 0.95), xytext=(1, 1),\n",
    "                xycoords='figure fraction', textcoords='offset points',\n",
    "                size='large', ha='center', va='center')\n",
    "\n",
    "for l, lang in enumerate('de fr it nl'.split()):\n",
    "    kl = get_kl(test_sets_y['decade'][lang], predictions_org['decade'][lang])\n",
    "    significance = get_significance(test_sets_y['decade'][lang], predictions_org['decade'][lang])\n",
    "    pd.DataFrame({lang:predictions_org['decade'][lang], \n",
    "                  'gold': test_sets_y['decade'][lang]}).plot.kde(ax=ax[l, 0], \n",
    "                                                                 title='KL={}{}'.format(kl, significance), \n",
    "                                                                 style=['--', '-'], \n",
    "                                                                 bw_method=0.2)\n",
    "    ax[l, 0].set_ylabel(lang, rotation=90, size='large')\n",
    "    ax[l, 0].get_legend().remove()\n",
    "    ax[3, 0].set_xticklabels('10s, ,30s, ,50s, ,70s+'.split(','), rotation=45)\n",
    "\n",
    "    for t, transl in enumerate('google_translation bing_translation deepl_translation'.split()):\n",
    "        if l == 0:\n",
    "            ax[0, t+1].annotate(transl.split('_')[0].title(), xy=(pos[t], 0.95), xytext=(1, 1),\n",
    "                xycoords='figure fraction', textcoords='offset points',\n",
    "                size='large', ha='center', va='center')\n",
    "        \n",
    "        klt = get_kl(test_sets_y['decade'][lang], predictions_into_en['decade'][lang][transl])\n",
    "        significancet = get_significance(test_sets_y['decade'][lang], predictions_into_en['decade'][lang][transl])\n",
    "        pd.DataFrame({transl.split('_')[0].title():predictions_into_en['decade'][lang][transl], \n",
    "                      'gold': test_sets_y['decade'][lang]}).plot.kde(ax=ax[l, t+1], \n",
    "                                                                     title='KL={}{}'.format(klt, significancet), \n",
    "                                                                     style=['--', '-'], \n",
    "                                                                     bw_method=0.2)\n",
    "        ax[l, t+1].get_legend().remove()\n",
    "        ax[l, t+1].set_ylabel(None)\n",
    "        ax[3, t+1].set_xticklabels('10s, ,30s, ,50s, ,70s+'.split(','), rotation=45)\n",
    "\n",
    "ax[0, 0].set_xticks(list(range(7)), minor=False)\n",
    "\n",
    "        \n",
    "fig.savefig('decade_into_en.png', dpi=150, bbox_inches='tight', pad_inches=0.1)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## decade from English"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 142,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x1440 with 16 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(nrows=4, ncols=4, sharex=True, sharey=True, figsize=(15,20))\n",
    "pos = [0.42, 0.65, 0.88]\n",
    "\n",
    "kl = get_kl(test_sets_y['decade']['en_us'], predictions_org['decade']['en_us'])\n",
    "pd.DataFrame({lang:predictions_org['decade']['en_us'], \n",
    "              'gold': test_sets_y['decade']['en_us']}).plot.kde(ax=ax[0, 0],\n",
    "                                                                title='KL={}'.format(kl),\n",
    "                                                                style=['--', '-'],\n",
    "                                                                bw_method=0.2)\n",
    "ax[0, 0].annotate('EN', xy=(0.19, 0.95), xytext=(1, 1),\n",
    "                xycoords='figure fraction', textcoords='offset points',\n",
    "                size='large', ha='center', va='center')\n",
    "ax[0, 0].get_legend().remove()\n",
    "\n",
    "\n",
    "for l, lang in enumerate('de fr it nl'.split()):\n",
    "    for t, transl in enumerate('google_translation bing_translation deepl_translation'.split()):\n",
    "        ax[0, t+1].annotate(transl.split('_')[0].title(), xy=(pos[t], 0.95), xytext=(1, 1),\n",
    "            xycoords='figure fraction', textcoords='offset points',\n",
    "            size='large', ha='center', va='center')\n",
    "        \n",
    "        klt = get_kl(test_sets_y['decade']['en_us'], predictions_from_en['decade'][lang][transl])\n",
    "        pd.DataFrame({transl.split('_')[0].title():predictions_from_en['decade'][lang][transl],\n",
    "                      'EN':test_sets_y['decade']['en_us']\n",
    "                     }).plot.kde(ax=ax[l, t+1], title='KL={}'.format(klt), style=['--', '-'], bw_method=0.2)\n",
    "        ax[l, t+1].get_legend().remove()\n",
    "        if l == 0 or t > 0:\n",
    "            ax[l, t+1].set_ylabel(None)\n",
    "        \n",
    "    if l > 0:\n",
    "        ax[l, 0].set_axis_off()\n",
    "        \n",
    "    k = 0 if l == 0 else 1\n",
    "    ax[l, k].set_ylabel(lang, rotation=90, size='large')\n",
    "\n",
    "        \n",
    "fig.savefig('decade_from_en.png', dpi=150, bbox_inches='tight', pad_inches=0.1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "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": "3.6.8"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}