{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Whitelist portfolio simulation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 70,
   "metadata": {},
   "outputs": [],
   "source": [
    "from simple_back_test import *\n",
    "import warnings\n",
    "warnings.filterwarnings('ignore')\n",
    "import pickle\n",
    "from plotnine import *\n",
    "from dfply import *"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "metadata": {},
   "outputs": [],
   "source": [
    "ff = \"../../data/portfolio_simulations_many.pickle\"\n",
    "br_runs = pickle.load(open(ff, 'rb'))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 58,
   "metadata": {},
   "outputs": [],
   "source": [
    "runs = all_runs_to_df(br_runs)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 102,
   "metadata": {},
   "outputs": [],
   "source": [
    "runs = runs >> arrange('annualised_ret', ascending=False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 95,
   "metadata": {},
   "outputs": [],
   "source": [
    "\n",
    "def table_and_chart(df, gg):\n",
    "    df[gg] = df[gg].astype('category')\n",
    "    summarised = (df >> \n",
    "                  group_by(gg) >> \n",
    "                  summarise(\n",
    "                            max_ann_ret = colmax(X.annualised_ret),\n",
    "                            mean_ann_ret = mean(X.annualised_ret), \n",
    "                            min_ann_ret = colmin(X.annualised_ret),\n",
    "                            mean_sharpe = mean(X.sharpe), \n",
    "                            mean_total_tracks=mean(X.total_number_tracks)))\n",
    "   \n",
    "    display(summarised)\n",
    "    print(ggplot(df, aes('annualised_ret')) + geom_density(aes(color = gg), alpha = 0.5))\n",
    "    return summarised\n",
    "    "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Compare difference max prices"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 68,
   "metadata": {},
   "outputs": [],
   "source": [
    "max_price_diffs = runs >> mask(X.execution_slippage == 0.1, X.clip_individual_returns == 3, X.new_streams_per_date == 1/7)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 96,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>max_price</th>\n",
       "      <th>max_ann_ret</th>\n",
       "      <th>mean_ann_ret</th>\n",
       "      <th>min_ann_ret</th>\n",
       "      <th>mean_sharpe</th>\n",
       "      <th>mean_total_tracks</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>10000.0</td>\n",
       "      <td>0.557796</td>\n",
       "      <td>0.314418</td>\n",
       "      <td>0.135382</td>\n",
       "      <td>2.316898</td>\n",
       "      <td>52.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>20000.0</td>\n",
       "      <td>0.747912</td>\n",
       "      <td>0.388193</td>\n",
       "      <td>0.175065</td>\n",
       "      <td>2.073243</td>\n",
       "      <td>51.96</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>50000.0</td>\n",
       "      <td>1.110146</td>\n",
       "      <td>0.683299</td>\n",
       "      <td>0.189538</td>\n",
       "      <td>2.237604</td>\n",
       "      <td>50.66</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "  max_price  max_ann_ret  mean_ann_ret  min_ann_ret  mean_sharpe  \\\n",
       "0   10000.0     0.557796      0.314418     0.135382     2.316898   \n",
       "1   20000.0     0.747912      0.388193     0.175065     2.073243   \n",
       "2   50000.0     1.110146      0.683299     0.189538     2.237604   \n",
       "\n",
       "   mean_total_tracks  \n",
       "0              52.00  \n",
       "1              51.96  \n",
       "2              50.66  "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<ggplot: (8775619826103)>\n"
     ]
    }
   ],
   "source": [
    "a = table_and_chart(max_price_diffs, 'max_price')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Compare differences for how many tracks we can sign"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 100,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>new_streams_per_date</th>\n",
       "      <th>max_ann_ret</th>\n",
       "      <th>mean_ann_ret</th>\n",
       "      <th>min_ann_ret</th>\n",
       "      <th>mean_sharpe</th>\n",
       "      <th>mean_total_tracks</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0.142857</td>\n",
       "      <td>1.110146</td>\n",
       "      <td>0.683299</td>\n",
       "      <td>0.189538</td>\n",
       "      <td>2.237604</td>\n",
       "      <td>50.66</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>0.285714</td>\n",
       "      <td>1.532392</td>\n",
       "      <td>0.996685</td>\n",
       "      <td>0.351331</td>\n",
       "      <td>2.731044</td>\n",
       "      <td>87.11</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>0.428571</td>\n",
       "      <td>1.754954</td>\n",
       "      <td>1.186065</td>\n",
       "      <td>0.716061</td>\n",
       "      <td>2.988296</td>\n",
       "      <td>108.60</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "  new_streams_per_date  max_ann_ret  mean_ann_ret  min_ann_ret  mean_sharpe  \\\n",
       "0             0.142857     1.110146      0.683299     0.189538     2.237604   \n",
       "1             0.285714     1.532392      0.996685     0.351331     2.731044   \n",
       "2             0.428571     1.754954      1.186065     0.716061     2.988296   \n",
       "\n",
       "   mean_total_tracks  \n",
       "0              50.66  \n",
       "1              87.11  \n",
       "2             108.60  "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<ggplot: (-9223363261234876044)>\n"
     ]
    }
   ],
   "source": [
    "signed_deals_diff = runs >> mask(X.execution_slippage == 0.1, X.clip_individual_returns == 3, X.max_price == 50000)\n",
    "a = table_and_chart(signed_deals_diff, 'new_streams_per_date')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Compare clipping"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 105,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>clip_individual_returns</th>\n",
       "      <th>max_ann_ret</th>\n",
       "      <th>mean_ann_ret</th>\n",
       "      <th>min_ann_ret</th>\n",
       "      <th>mean_sharpe</th>\n",
       "      <th>mean_total_tracks</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>3</td>\n",
       "      <td>1.754954</td>\n",
       "      <td>1.186065</td>\n",
       "      <td>0.716061</td>\n",
       "      <td>2.988296</td>\n",
       "      <td>108.60</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>5</td>\n",
       "      <td>2.981609</td>\n",
       "      <td>1.885412</td>\n",
       "      <td>0.937845</td>\n",
       "      <td>2.895200</td>\n",
       "      <td>118.92</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "  clip_individual_returns  max_ann_ret  mean_ann_ret  min_ann_ret  \\\n",
       "0                       3     1.754954      1.186065     0.716061   \n",
       "1                       5     2.981609      1.885412     0.937845   \n",
       "\n",
       "   mean_sharpe  mean_total_tracks  \n",
       "0     2.988296             108.60  \n",
       "1     2.895200             118.92  "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<ggplot: (-9223363261234725467)>\n"
     ]
    }
   ],
   "source": [
    "df = runs >> mask(X.execution_slippage == 0.1, X.new_streams_per_date == 3/7, X.max_price == 50000)\n",
    "a = table_and_chart(df, 'clip_individual_returns')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Compare execution slippage"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 106,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>execution_slippage</th>\n",
       "      <th>max_ann_ret</th>\n",
       "      <th>mean_ann_ret</th>\n",
       "      <th>min_ann_ret</th>\n",
       "      <th>mean_sharpe</th>\n",
       "      <th>mean_total_tracks</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0.05</td>\n",
       "      <td>1.817067</td>\n",
       "      <td>1.258926</td>\n",
       "      <td>0.681593</td>\n",
       "      <td>3.084556</td>\n",
       "      <td>109.61</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>0.10</td>\n",
       "      <td>1.754954</td>\n",
       "      <td>1.186065</td>\n",
       "      <td>0.716061</td>\n",
       "      <td>2.988296</td>\n",
       "      <td>108.60</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "  execution_slippage  max_ann_ret  mean_ann_ret  min_ann_ret  mean_sharpe  \\\n",
       "0               0.05     1.817067      1.258926     0.681593     3.084556   \n",
       "1               0.10     1.754954      1.186065     0.716061     2.988296   \n",
       "\n",
       "   mean_total_tracks  \n",
       "0             109.61  \n",
       "1             108.60  "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<ggplot: (-9223363261234987804)>\n"
     ]
    }
   ],
   "source": [
    "df = runs >> mask(X.clip_individual_returns == 3, X.new_streams_per_date == 3/7, X.max_price == 50000)\n",
    "a = table_and_chart(df, 'execution_slippage')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Best portolio"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 109,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "artist_advance_fraction          0.800000\n",
       "capital                     250000.000000\n",
       "clip_individual_returns          5.000000\n",
       "duration_days                  365.000000\n",
       "execution_slippage               0.100000\n",
       "max_price                    50000.000000\n",
       "min_price                     5000.000000\n",
       "new_streams_per_date             0.428571\n",
       "payment_per_stream               0.005000\n",
       "pop_5_slippage                   0.150000\n",
       "average_positions               25.382932\n",
       "average_position_size       389819.712787\n",
       "average_portfolio_return         0.006188\n",
       "portfolio_std                    0.042138\n",
       "cumulative_return               11.251843\n",
       "total_number_tracks            116.000000\n",
       "max_drawdown                    -0.047787\n",
       "sharpe                           2.331084\n",
       "annualised_ret                   2.981609\n",
       "annual_volatility                0.668921\n",
       "sortino                         42.560849\n",
       "downside_risk                    0.036637\n",
       "tail_risk                       45.771678\n",
       "Name: 3549, dtype: float64"
      ]
     },
     "execution_count": 109,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "runs.iloc[0]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Actual opportunities"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 173,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": 174,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Number of tracks</th>\n",
       "      <th>Min streams</th>\n",
       "      <th>Mean streams</th>\n",
       "      <th>Median streams</th>\n",
       "      <th>Max Streams</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Artist_Advance</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>&lt;2k</th>\n",
       "      <td>1248</td>\n",
       "      <td>10</td>\n",
       "      <td>1.082879e+05</td>\n",
       "      <td>37760.5</td>\n",
       "      <td>581970</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5k</th>\n",
       "      <td>171</td>\n",
       "      <td>588900</td>\n",
       "      <td>9.344912e+05</td>\n",
       "      <td>882289.0</td>\n",
       "      <td>1466000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10k</th>\n",
       "      <td>93</td>\n",
       "      <td>1487000</td>\n",
       "      <td>2.117939e+06</td>\n",
       "      <td>2039966.0</td>\n",
       "      <td>2897000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>20k</th>\n",
       "      <td>65</td>\n",
       "      <td>2949000</td>\n",
       "      <td>4.042791e+06</td>\n",
       "      <td>3997000.0</td>\n",
       "      <td>5767000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>30k</th>\n",
       "      <td>40</td>\n",
       "      <td>6022000</td>\n",
       "      <td>8.885636e+06</td>\n",
       "      <td>8481000.0</td>\n",
       "      <td>14650000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>&gt;50k</th>\n",
       "      <td>64</td>\n",
       "      <td>14884400</td>\n",
       "      <td>7.826420e+07</td>\n",
       "      <td>29884500.0</td>\n",
       "      <td>740764000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                Number of tracks  Min streams  Mean streams  Median streams  \\\n",
       "Artist_Advance                                                                \n",
       "<2k                         1248           10  1.082879e+05         37760.5   \n",
       "5k                           171       588900  9.344912e+05        882289.0   \n",
       "10k                           93      1487000  2.117939e+06       2039966.0   \n",
       "20k                           65      2949000  4.042791e+06       3997000.0   \n",
       "30k                           40      6022000  8.885636e+06       8481000.0   \n",
       ">50k                          64     14884400  7.826420e+07      29884500.0   \n",
       "\n",
       "                Max Streams  \n",
       "Artist_Advance               \n",
       "<2k                  581970  \n",
       "5k                  1466000  \n",
       "10k                 2897000  \n",
       "20k                 5767000  \n",
       "30k                14650000  \n",
       ">50k              740764000  "
      ]
     },
     "execution_count": 174,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "actual_stream_counts"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
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