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Created August 6, 2024 06:44
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{
"cells": [
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"import os\n",
"import time\n",
"import tejapi\n",
"import talib as ta\n",
"from talib import abstract\n",
"import numpy as np\n",
"import pandas as pd\n",
"import matplotlib.pyplot as plt\n",
"import seaborn as sns\n",
"import datetime\n",
"from datetime import datetime\n",
"from datetime import timedelta\n",
"import configparser\n",
"import re\n",
"from sklearn.preprocessing import StandardScaler\n",
"from tensorflow.keras.optimizers import Adam\n",
"from tensorflow.keras import layers\n",
"from tensorflow.keras.callbacks import EarlyStopping\n",
"from tensorflow.keras.optimizers.schedules import ExponentialDecay\n",
"import tensorflow as tf\n",
"from tensorflow.keras.models import Sequential\n",
"from tensorflow.keras.layers import LSTM, Dense, Dropout\n",
"from sklearn.preprocessing import MinMaxScaler"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [],
"source": [
"from initialize import ML_stock\n",
"from select_1 import sample, column, feature"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [],
"source": [
"from tensorflow.keras.models import load_model\n",
"\n",
"# 載入模型\n",
"model = load_model(f'lstm_{sample[1]}.keras')"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [],
"source": [
"ml_stock = ML_stock()\n",
"ml_stock.ini()\n",
"start = '2021-01-01'\n",
"end = '2024-06-30'"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[2024-07-26 07:59:19.665952] INFO: zipline.data.bundles.core: Ingesting tquant.\n",
"\u001b[?25lMerging daily equity files: [####################################] \u001b[?25h\n",
"Currently used TEJ API key call quota 566/9223372036854775807 (0.0%)\n",
"Currently used TEJ API key data quota 5605573/9223372036854775807 (0.0%)\n",
"[2024-07-26 07:59:21.083967] INFO: zipline.data.bundles.core: Ingest tquant successfully.\n"
]
}
],
"source": [
"os.environ['mdate'] = start + ' ' + end\n",
"os.environ['ticker'] = ' '.join([sample[1]]) + ' ' + 'IR0001'\n",
"!zipline ingest -b tquant"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/Users/chencongyao/anaconda3/envs/tq/lib/python3.11/site-packages/dask/dataframe/__init__.py:49: FutureWarning: \n",
"Dask dataframe query planning is disabled because dask-expr is not installed.\n",
"\n",
"You can install it with `pip install dask[dataframe]` or `conda install dask`.\n",
"This will raise in a future version.\n",
"\n",
" warnings.warn(msg, FutureWarning)\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Currently used TEJ API key call quota 574/9223372036854775807 (0.0%)\n",
"Currently used TEJ API key data quota 5611739/9223372036854775807 (0.0%)\n"
]
}
],
"source": [
"df = ml_stock.get_fundamental(start, end, [sample[1]], column)\n",
"df = ml_stock.calculate_all_technical_indicators(df)\n",
"preporc_data = ml_stock.preprocessing(df)"
]
},
{
"cell_type": "code",
"execution_count": 7,
"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>volume</th>\n",
" <th>low</th>\n",
" <th>close</th>\n",
" <th>open</th>\n",
" <th>high</th>\n",
" <th>Return_Rate_on_Equity_A_percent_Q</th>\n",
" <th>MOM</th>\n",
" <th>RSI</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>51954.0</td>\n",
" <td>12.80</td>\n",
" <td>13.05</td>\n",
" <td>13.15</td>\n",
" <td>13.20</td>\n",
" <td>-2.38</td>\n",
" <td>0.00</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>24103.0</td>\n",
" <td>12.80</td>\n",
" <td>12.95</td>\n",
" <td>13.05</td>\n",
" <td>13.05</td>\n",
" <td>-2.38</td>\n",
" <td>0.00</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>23433.0</td>\n",
" <td>12.90</td>\n",
" <td>12.95</td>\n",
" <td>13.00</td>\n",
" <td>13.15</td>\n",
" <td>-2.38</td>\n",
" <td>0.00</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>28689.0</td>\n",
" <td>12.70</td>\n",
" <td>12.70</td>\n",
" <td>12.95</td>\n",
" <td>13.05</td>\n",
" <td>-2.38</td>\n",
" <td>0.00</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>18311.0</td>\n",
" <td>12.65</td>\n",
" <td>12.90</td>\n",
" <td>12.70</td>\n",
" <td>12.95</td>\n",
" <td>-2.38</td>\n",
" <td>0.00</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>...</th>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" </tr>\n",
" <tr>\n",
" <th>841</th>\n",
" <td>79873.0</td>\n",
" <td>37.30</td>\n",
" <td>37.75</td>\n",
" <td>38.10</td>\n",
" <td>38.25</td>\n",
" <td>4.55</td>\n",
" <td>0.85</td>\n",
" <td>61.936425</td>\n",
" </tr>\n",
" <tr>\n",
" <th>842</th>\n",
" <td>51978.0</td>\n",
" <td>37.10</td>\n",
" <td>37.75</td>\n",
" <td>37.75</td>\n",
" <td>37.75</td>\n",
" <td>4.55</td>\n",
" <td>1.05</td>\n",
" <td>61.936425</td>\n",
" </tr>\n",
" <tr>\n",
" <th>843</th>\n",
" <td>58029.0</td>\n",
" <td>37.55</td>\n",
" <td>37.85</td>\n",
" <td>37.90</td>\n",
" <td>38.15</td>\n",
" <td>4.55</td>\n",
" <td>1.00</td>\n",
" <td>62.673481</td>\n",
" </tr>\n",
" <tr>\n",
" <th>844</th>\n",
" <td>167554.0</td>\n",
" <td>37.70</td>\n",
" <td>38.90</td>\n",
" <td>37.85</td>\n",
" <td>39.10</td>\n",
" <td>4.55</td>\n",
" <td>2.65</td>\n",
" <td>69.378392</td>\n",
" </tr>\n",
" <tr>\n",
" <th>845</th>\n",
" <td>88929.0</td>\n",
" <td>38.15</td>\n",
" <td>38.15</td>\n",
" <td>38.80</td>\n",
" <td>38.85</td>\n",
" <td>4.55</td>\n",
" <td>2.00</td>\n",
" <td>60.955776</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"<p>846 rows × 8 columns</p>\n",
"</div>"
],
"text/plain": [
" volume low close open high Return_Rate_on_Equity_A_percent_Q \\\n",
"0 51954.0 12.80 13.05 13.15 13.20 -2.38 \n",
"1 24103.0 12.80 12.95 13.05 13.05 -2.38 \n",
"2 23433.0 12.90 12.95 13.00 13.15 -2.38 \n",
"3 28689.0 12.70 12.70 12.95 13.05 -2.38 \n",
"4 18311.0 12.65 12.90 12.70 12.95 -2.38 \n",
".. ... ... ... ... ... ... \n",
"841 79873.0 37.30 37.75 38.10 38.25 4.55 \n",
"842 51978.0 37.10 37.75 37.75 37.75 4.55 \n",
"843 58029.0 37.55 37.85 37.90 38.15 4.55 \n",
"844 167554.0 37.70 38.90 37.85 39.10 4.55 \n",
"845 88929.0 38.15 38.15 38.80 38.85 4.55 \n",
"\n",
" MOM RSI \n",
"0 0.00 0.000000 \n",
"1 0.00 0.000000 \n",
"2 0.00 0.000000 \n",
"3 0.00 0.000000 \n",
"4 0.00 0.000000 \n",
".. ... ... \n",
"841 0.85 61.936425 \n",
"842 1.05 61.936425 \n",
"843 1.00 62.673481 \n",
"844 2.65 69.378392 \n",
"845 2.00 60.955776 \n",
"\n",
"[846 rows x 8 columns]"
]
},
"execution_count": 7,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"data = preporc_data.drop(columns=['mdate', 'coid'])\n",
"data"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [],
"source": [
"def create_dataset(df, window_size=5):\n",
" df = data\n",
" features = df[feature].values\n",
" \n",
" target = df['close'].shift(-1).values # y變量為隔日收盤價\n",
" target[-1] = target[-2]\n",
"\n",
" scaler = StandardScaler()\n",
" features = scaler.fit_transform(features)\n",
" t_scaler = StandardScaler()\n",
" target = t_scaler.fit_transform(target.reshape(-1, 1))\n",
"\n",
" X, y = [], []\n",
" for i in range(len(df) - window_size):\n",
" X.append(features[i:i + window_size])\n",
" y.append(target[i + window_size])\n",
"\n",
" return np.array(X), np.array(y), t_scaler"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [],
"source": [
"X, y, t_scaler = create_dataset(data, 5)"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"\u001b[1m27/27\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 3ms/step\n"
]
}
],
"source": [
"prediction = model.predict(X)"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {},
"outputs": [],
"source": [
"dates = preporc_data.loc[5:, 'mdate'].values\n",
"prediction_unscaled = t_scaler.inverse_transform(prediction.reshape(-1, 1))\n",
"y_unscaled = t_scaler.inverse_transform(y.reshape(-1, 1))"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"<Figure size 640x480 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"plt.plot(dates, prediction_unscaled)\n",
"plt.plot(dates, y_unscaled)\n",
"plt.legend(['Training Predictions', 'Training Observations'])\n",
"plt.xticks(rotation = 45)\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": 13,
"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>mdate</th>\n",
" <th>coid</th>\n",
" <th>pred</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>2021-01-11</td>\n",
" <td>2618</td>\n",
" <td>16.148129</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>2021-01-12</td>\n",
" <td>2618</td>\n",
" <td>16.161499</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>2021-01-13</td>\n",
" <td>2618</td>\n",
" <td>16.102386</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>2021-01-14</td>\n",
" <td>2618</td>\n",
" <td>16.071468</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>2021-01-15</td>\n",
" <td>2618</td>\n",
" <td>16.054342</td>\n",
" </tr>\n",
" <tr>\n",
" <th>...</th>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" </tr>\n",
" <tr>\n",
" <th>836</th>\n",
" <td>2024-06-24</td>\n",
" <td>2618</td>\n",
" <td>35.108486</td>\n",
" </tr>\n",
" <tr>\n",
" <th>837</th>\n",
" <td>2024-06-25</td>\n",
" <td>2618</td>\n",
" <td>35.040936</td>\n",
" </tr>\n",
" <tr>\n",
" <th>838</th>\n",
" <td>2024-06-26</td>\n",
" <td>2618</td>\n",
" <td>34.836926</td>\n",
" </tr>\n",
" <tr>\n",
" <th>839</th>\n",
" <td>2024-06-27</td>\n",
" <td>2618</td>\n",
" <td>34.925930</td>\n",
" </tr>\n",
" <tr>\n",
" <th>840</th>\n",
" <td>2024-06-28</td>\n",
" <td>2618</td>\n",
" <td>35.971119</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"<p>841 rows × 3 columns</p>\n",
"</div>"
],
"text/plain": [
" mdate coid pred\n",
"0 2021-01-11 2618 16.148129\n",
"1 2021-01-12 2618 16.161499\n",
"2 2021-01-13 2618 16.102386\n",
"3 2021-01-14 2618 16.071468\n",
"4 2021-01-15 2618 16.054342\n",
".. ... ... ...\n",
"836 2024-06-24 2618 35.108486\n",
"837 2024-06-25 2618 35.040936\n",
"838 2024-06-26 2618 34.836926\n",
"839 2024-06-27 2618 34.925930\n",
"840 2024-06-28 2618 35.971119\n",
"\n",
"[841 rows x 3 columns]"
]
},
"execution_count": 13,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"pipline_data = pd.DataFrame({\n",
" 'mdate': dates,\n",
" 'coid': '2618',\n",
" 'pred': prediction_unscaled.reshape(-1)\n",
"})\n",
"pipline_data"
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {},
"outputs": [],
"source": [
"from zipline.data import bundles\n",
"\n",
"bundle_name = 'tquant'\n",
"bundle = bundles.load(bundle_name)"
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {},
"outputs": [],
"source": [
"from zipline.pipeline.data.dataset import Column, DataSet\n",
"from zipline.pipeline.domain import TW_EQUITIES\n",
"\n",
"class CustomDataset(DataSet):\n",
" \n",
" pred = Column(float)\n",
"\n",
" domain = TW_EQUITIES"
]
},
{
"cell_type": "code",
"execution_count": 16,
"metadata": {},
"outputs": [],
"source": [
"sids = bundle.asset_finder.equities_sids\n",
"assets = bundle.asset_finder.retrieve_all(sids)\n",
"symbol_mapping_sid = {i.symbol:i.sid for i in assets}"
]
},
{
"cell_type": "code",
"execution_count": 17,
"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 tr th {\n",
" text-align: left;\n",
" }\n",
"\n",
" .dataframe thead tr:last-of-type th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr>\n",
" <th></th>\n",
" <th>pred</th>\n",
" </tr>\n",
" <tr>\n",
" <th>coid</th>\n",
" <th>0</th>\n",
" </tr>\n",
" <tr>\n",
" <th>mdate</th>\n",
" <th></th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>2021-01-11 00:00:00+00:00</th>\n",
" <td>16.148129</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2021-01-12 00:00:00+00:00</th>\n",
" <td>16.161499</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2021-01-13 00:00:00+00:00</th>\n",
" <td>16.102386</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2021-01-14 00:00:00+00:00</th>\n",
" <td>16.071468</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2021-01-15 00:00:00+00:00</th>\n",
" <td>16.054342</td>\n",
" </tr>\n",
" <tr>\n",
" <th>...</th>\n",
" <td>...</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2024-06-24 00:00:00+00:00</th>\n",
" <td>35.108486</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2024-06-25 00:00:00+00:00</th>\n",
" <td>35.040936</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2024-06-26 00:00:00+00:00</th>\n",
" <td>34.836926</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2024-06-27 00:00:00+00:00</th>\n",
" <td>34.925930</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2024-06-28 00:00:00+00:00</th>\n",
" <td>35.971119</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"<p>841 rows × 1 columns</p>\n",
"</div>"
],
"text/plain": [
" pred\n",
"coid 0\n",
"mdate \n",
"2021-01-11 00:00:00+00:00 16.148129\n",
"2021-01-12 00:00:00+00:00 16.161499\n",
"2021-01-13 00:00:00+00:00 16.102386\n",
"2021-01-14 00:00:00+00:00 16.071468\n",
"2021-01-15 00:00:00+00:00 16.054342\n",
"... ...\n",
"2024-06-24 00:00:00+00:00 35.108486\n",
"2024-06-25 00:00:00+00:00 35.040936\n",
"2024-06-26 00:00:00+00:00 34.836926\n",
"2024-06-27 00:00:00+00:00 34.925930\n",
"2024-06-28 00:00:00+00:00 35.971119\n",
"\n",
"[841 rows x 1 columns]"
]
},
"execution_count": 17,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"transform_data = pipline_data.set_index(['coid', 'mdate']).unstack('coid')\n",
"transform_data = transform_data.rename(columns = symbol_mapping_sid)\n",
"transform_data.index = transform_data.index.tz_localize('UTC')\n",
"transform_data"
]
},
{
"cell_type": "code",
"execution_count": 18,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"{CustomDataset<TW>.pred::float64: <zipline.pipeline.loaders.frame.DataFrameLoader at 0x3101524d0>}"
]
},
"execution_count": 18,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"from zipline.pipeline.loaders.frame import DataFrameLoader\n",
"\n",
"custom_loader = {}\n",
"\n",
"inputs=[\n",
" CustomDataset.pred\n",
" ]\n",
"\n",
"for i in inputs:\n",
" custom_loader[i]=DataFrameLoader(column=i,\n",
" baseline=transform_data[i.name])\n",
"custom_loader"
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {},
"outputs": [],
"source": [
"from zipline.pipeline import SimplePipelineEngine\n",
"from zipline.pipeline.data import TWEquityPricing\n",
"from zipline.pipeline.loaders import EquityPricingLoader\n",
"\n",
"pricing_loader = EquityPricingLoader.without_fx(bundle.equity_daily_bar_reader,\n",
" bundle.adjustment_reader)\n",
"def choose_loader(column):\n",
" if column.name in TWEquityPricing._column_names:\n",
" return pricing_loader\n",
" elif column.name in CustomDataset._column_names: \n",
" return custom_loader[column]\n",
" else:\n",
" raise Exception('Column not available')\n",
" \n",
"engine = SimplePipelineEngine(get_loader = choose_loader,\n",
" asset_finder = bundle.asset_finder,\n",
" default_domain = TW_EQUITIES)"
]
},
{
"cell_type": "code",
"execution_count": 20,
"metadata": {},
"outputs": [],
"source": [
"pd.reset_option('display.max_columns')\n",
"pd.reset_option('display.max_rows')"
]
},
{
"cell_type": "code",
"execution_count": 21,
"metadata": {},
"outputs": [],
"source": [
"from zipline.pipeline.factors import TrueRange, CustomFactor\n",
"from zipline.pipeline.factors import CustomFactor\n",
"from zipline.utils.math_utils import nanmax\n",
"from numpy import dstack\n",
"\n",
"class Return(CustomFactor):\n",
" inputs = [CustomDataset.pred]\n",
" window_length = 2\n",
"\n",
" def compute(self, today, assets, out, pred):\n",
"\n",
" returns = (pred[1]/pred[0] - 1).round(3)\n",
" out[:] = returns\n",
"\n",
"class AverageTrueRange(CustomFactor):\n",
"\n",
" inputs = (\n",
" TWEquityPricing.high,\n",
" TWEquityPricing.low,\n",
" TWEquityPricing.close,\n",
" )\n",
"\n",
" window_length = 10\n",
"\n",
" outputs = [\"TR\", \"ATR\"]\n",
"\n",
" def compute(self, today, assets, out, highs, lows, closes):\n",
"\n",
" high_to_low = highs[1:] - lows[1:]\n",
" high_to_prev_close = abs(highs[1:] - closes[:-1])\n",
" low_to_prev_close = abs(lows[1:] - closes[:-1])\n",
" tr_current = nanmax(\n",
" dstack(\n",
" (\n",
" high_to_low,\n",
" high_to_prev_close,\n",
" low_to_prev_close,\n",
" )\n",
" ),\n",
" 2,\n",
" )\n",
"\n",
" sma_atr_values = np.mean(tr_current, axis=0)\n",
"\n",
" out.TR = tr_current[-1]\n",
" out.ATR = sma_atr_values"
]
},
{
"cell_type": "code",
"execution_count": 22,
"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></th>\n",
" <th>price</th>\n",
" <th>pred</th>\n",
" <th>return</th>\n",
" <th>return_pred</th>\n",
" <th>atr</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>2021-01-05 00:00:00+00:00</th>\n",
" <th>Equity(0 [2618])</th>\n",
" <td>13.05</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2021-01-06 00:00:00+00:00</th>\n",
" <th>Equity(0 [2618])</th>\n",
" <td>12.95</td>\n",
" <td>NaN</td>\n",
" <td>-0.008</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2021-01-07 00:00:00+00:00</th>\n",
" <th>Equity(0 [2618])</th>\n",
" <td>12.95</td>\n",
" <td>NaN</td>\n",
" <td>0.000</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2021-01-08 00:00:00+00:00</th>\n",
" <th>Equity(0 [2618])</th>\n",
" <td>12.70</td>\n",
" <td>NaN</td>\n",
" <td>-0.019</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2021-01-11 00:00:00+00:00</th>\n",
" <th>Equity(0 [2618])</th>\n",
" <td>12.90</td>\n",
" <td>16.148129</td>\n",
" <td>0.016</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" </tr>\n",
" <tr>\n",
" <th>...</th>\n",
" <th>...</th>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2024-06-24 00:00:00+00:00</th>\n",
" <th>Equity(0 [2618])</th>\n",
" <td>37.85</td>\n",
" <td>35.108486</td>\n",
" <td>0.005</td>\n",
" <td>0.005</td>\n",
" <td>0.800000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2024-06-25 00:00:00+00:00</th>\n",
" <th>Equity(0 [2618])</th>\n",
" <td>37.75</td>\n",
" <td>35.040936</td>\n",
" <td>-0.003</td>\n",
" <td>-0.002</td>\n",
" <td>0.811111</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2024-06-26 00:00:00+00:00</th>\n",
" <th>Equity(0 [2618])</th>\n",
" <td>37.75</td>\n",
" <td>34.836926</td>\n",
" <td>0.000</td>\n",
" <td>-0.006</td>\n",
" <td>0.794444</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2024-06-27 00:00:00+00:00</th>\n",
" <th>Equity(0 [2618])</th>\n",
" <td>37.85</td>\n",
" <td>34.925930</td>\n",
" <td>0.003</td>\n",
" <td>0.003</td>\n",
" <td>0.794444</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2024-06-28 00:00:00+00:00</th>\n",
" <th>Equity(0 [2618])</th>\n",
" <td>38.90</td>\n",
" <td>35.971119</td>\n",
" <td>0.028</td>\n",
" <td>0.030</td>\n",
" <td>0.894444</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"<p>845 rows × 5 columns</p>\n",
"</div>"
],
"text/plain": [
" price pred return \\\n",
"2021-01-05 00:00:00+00:00 Equity(0 [2618]) 13.05 NaN NaN \n",
"2021-01-06 00:00:00+00:00 Equity(0 [2618]) 12.95 NaN -0.008 \n",
"2021-01-07 00:00:00+00:00 Equity(0 [2618]) 12.95 NaN 0.000 \n",
"2021-01-08 00:00:00+00:00 Equity(0 [2618]) 12.70 NaN -0.019 \n",
"2021-01-11 00:00:00+00:00 Equity(0 [2618]) 12.90 16.148129 0.016 \n",
"... ... ... ... \n",
"2024-06-24 00:00:00+00:00 Equity(0 [2618]) 37.85 35.108486 0.005 \n",
"2024-06-25 00:00:00+00:00 Equity(0 [2618]) 37.75 35.040936 -0.003 \n",
"2024-06-26 00:00:00+00:00 Equity(0 [2618]) 37.75 34.836926 0.000 \n",
"2024-06-27 00:00:00+00:00 Equity(0 [2618]) 37.85 34.925930 0.003 \n",
"2024-06-28 00:00:00+00:00 Equity(0 [2618]) 38.90 35.971119 0.028 \n",
"\n",
" return_pred atr \n",
"2021-01-05 00:00:00+00:00 Equity(0 [2618]) NaN NaN \n",
"2021-01-06 00:00:00+00:00 Equity(0 [2618]) NaN NaN \n",
"2021-01-07 00:00:00+00:00 Equity(0 [2618]) NaN NaN \n",
"2021-01-08 00:00:00+00:00 Equity(0 [2618]) NaN NaN \n",
"2021-01-11 00:00:00+00:00 Equity(0 [2618]) NaN NaN \n",
"... ... ... \n",
"2024-06-24 00:00:00+00:00 Equity(0 [2618]) 0.005 0.800000 \n",
"2024-06-25 00:00:00+00:00 Equity(0 [2618]) -0.002 0.811111 \n",
"2024-06-26 00:00:00+00:00 Equity(0 [2618]) -0.006 0.794444 \n",
"2024-06-27 00:00:00+00:00 Equity(0 [2618]) 0.003 0.794444 \n",
"2024-06-28 00:00:00+00:00 Equity(0 [2618]) 0.030 0.894444 \n",
"\n",
"[845 rows x 5 columns]"
]
},
"execution_count": 22,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"from zipline.pipeline import Pipeline\n",
"from zipline.pipeline.filters import StaticAssets\n",
"benchmark_asset = bundle.asset_finder.lookup_symbol('IR0001',as_of_date = None)\n",
"\n",
"def make_pipeline():\n",
" pred = CustomDataset.pred.latest\n",
" price = TWEquityPricing.close.latest\n",
" returns = Return(inputs=[TWEquityPricing.close])\n",
" returns_pred = Return()\n",
" ATR = AverageTrueRange(inputs = [TWEquityPricing.high,\n",
" TWEquityPricing.low,\n",
" TWEquityPricing.close]) \n",
"\n",
" return Pipeline(\n",
" columns = {\n",
" 'price': price,\n",
" 'pred': pred,\n",
" 'return': returns,\n",
" 'return_pred': returns_pred,\n",
" 'atr': ATR.ATR,\n",
" },\n",
" screen = ~StaticAssets([benchmark_asset])\n",
" )\n",
"\n",
"start = '2021-01-01'\n",
"end = '2024-06-30'\n",
"start_dt = pd.Timestamp(start, tz = 'UTC')\n",
"end_dt = pd.Timestamp(end, tz = 'UTC')\n",
" \n",
"pipeline_result = engine.run_pipeline(make_pipeline(), start_dt, end_dt)\n",
"pipeline_result"
]
},
{
"cell_type": "code",
"execution_count": 23,
"metadata": {},
"outputs": [],
"source": [
"from zipline.finance import slippage, commission\n",
"from zipline.api import *\n",
"\n",
"def initialize(context):\n",
" set_slippage(slippage.VolumeShareSlippage())\n",
" set_commission(commission.Custom_TW_Commission(min_trade_cost = 20, discount = 1.0, tax = 0.003))\n",
" set_benchmark(symbol('IR0001'))\n",
" attach_pipeline(make_pipeline(), 'mystrats')\n",
" context.stop_loss = 0\n",
" context.last_price = 0"
]
},
{
"cell_type": "code",
"execution_count": 24,
"metadata": {},
"outputs": [],
"source": [
"def handle_data(context, data):\n",
" out_dir = pipeline_output('mystrats')\n",
"\n",
" for i in out_dir.index:\n",
" sym = i.symbol\n",
" buy, sell = False, False\n",
" price = out_dir.loc[i, 'price']\n",
" pred = out_dir.loc[i, 'pred']\n",
" returns = out_dir.loc[i, 'return']\n",
" return_pred = out_dir.loc[i, 'return_pred']\n",
" atr = out_dir.loc[i, 'atr']\n",
"\n",
" cash_position = context.portfolio.cash\n",
" stock_position = context.portfolio.positions[i].amount\n",
"\n",
" record(\n",
" **{\n",
" f'price_{sym}':price,\n",
" f'buy_{sym}':buy,\n",
" f'sell_{sym}':sell,\n",
" f'pred_{sym}': pred\n",
" }\n",
" )\n",
"\n",
" if return_pred < 0 and cash_position >= 0 and returns < 0:\n",
" order_percent(i , 0.48)\n",
" buy = True\n",
" record(\n",
" **{\n",
" f'buy_{sym}':buy\n",
" }\n",
" )\n",
" context.stop_loss = price - atr * 1.25\n",
"\n",
" if price > context.last_price + atr * 1.25 and context.last_price != 0:\n",
" context.stop_loss = price - atr * 1.25\n",
" \n",
" elif stock_position > 0 and return_pred < -0.025:\n",
" order_target_percent(i, 0)\n",
" sell = True\n",
" record(\n",
" **{\n",
" f'sell_{sym}':sell\n",
" }\n",
" )\n",
" elif price <= context.stop_loss and stock_position > 0:\n",
" order_target(i, 0)\n",
" sell = True\n",
" record(\n",
" **{\n",
" f'sell_{sym}':sell\n",
" }\n",
" )\n",
" context.last_price = price"
]
},
{
"cell_type": "code",
"execution_count": 25,
"metadata": {},
"outputs": [],
"source": [
"def analyze(context, results):\n",
" plt.style.use('ggplot')\n",
"\n",
" fig, (ax1, ax2, ax3) = plt.subplots(3, 1, figsize=(16, 12))\n",
"\n",
" results['benchmark_cum'] = results.benchmark_return.add(1).cumprod()\n",
" results['portfolio_returns'] = results.returns.add(1).cumprod()\n",
" results['stock_price'] = results['price_2618'].add(1)\n",
"\n",
"\n",
" results[['portfolio_returns', 'benchmark_cum']].plot(ax=ax1, label='Portfolio Value($)')\n",
" results['stock_price'].plot(ax=ax2, label='Stock Price($)')\n",
" results['pred_2618'].plot(ax=ax2, label='Pred')\n",
" results[['ending_cash']].plot(ax=ax3, label='Portfolio Cash($)')\n",
"\n",
" buy_signals = results.buy_2618.fillna(False).astype(bool)\n",
" sell_signals = results.sell_2618.fillna(False).astype(bool)\n",
"\n",
" ax2.plot( # Buy Signal\n",
" results.index[buy_signals],\n",
" results.loc[buy_signals, 'price_2618'],\n",
" '^',\n",
" markersize=5,\n",
" color='red'\n",
" )\n",
" ax2.plot( # Sell Signal\n",
" results.index[sell_signals],\n",
" results.loc[sell_signals, 'price_2618'],\n",
" 'v',\n",
" markersize=5,\n",
" color='green'\n",
" )\n",
"\n",
" plt.legend(loc='best')\n",
"\n",
" plt.show()"
]
},
{
"cell_type": "code",
"execution_count": 26,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"<Figure size 1600x1200 with 3 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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" <th>2021-01-04 13:30:00+08:00</th>\n",
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" <td>12.70</td>\n",
" <td>False</td>\n",
" <td>False</td>\n",
" <td>NaN</td>\n",
" <td>1.037708</td>\n",
" <td>1.000000</td>\n",
" <td>13.70</td>\n",
" </tr>\n",
" <tr>\n",
" <th>...</th>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2024-06-24 13:30:00+08:00</th>\n",
" <td>2024-06-24 09:01:00+08:00</td>\n",
" <td>2024-06-24 13:30:00+08:00</td>\n",
" <td>-6364.4</td>\n",
" <td>2408925.4</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>2408925.4</td>\n",
" <td>1.017844</td>\n",
" <td>[{'sid': Equity(0 [2618]), 'amount': 63644, 'c...</td>\n",
" <td>2402561.0</td>\n",
" <td>...</td>\n",
" <td>-0.40914</td>\n",
" <td>0.215940</td>\n",
" <td>1.025196</td>\n",
" <td>37.85</td>\n",
" <td>False</td>\n",
" <td>False</td>\n",
" <td>35.108486</td>\n",
" <td>1.720834</td>\n",
" <td>2.360441</td>\n",
" <td>38.85</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2024-06-25 13:30:00+08:00</th>\n",
" <td>2024-06-25 09:01:00+08:00</td>\n",
" <td>2024-06-25 13:30:00+08:00</td>\n",
" <td>0.0</td>\n",
" <td>2402561.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>2402561.0</td>\n",
" <td>1.017844</td>\n",
" <td>[{'sid': Equity(0 [2618]), 'amount': 63644, 'c...</td>\n",
" <td>2402561.0</td>\n",
" <td>...</td>\n",
" <td>-0.40914</td>\n",
" <td>0.214589</td>\n",
" <td>1.025107</td>\n",
" <td>37.75</td>\n",
" <td>False</td>\n",
" <td>False</td>\n",
" <td>35.040936</td>\n",
" <td>1.725860</td>\n",
" <td>2.360441</td>\n",
" <td>38.75</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2024-06-26 13:30:00+08:00</th>\n",
" <td>2024-06-26 09:01:00+08:00</td>\n",
" <td>2024-06-26 13:30:00+08:00</td>\n",
" <td>6364.4</td>\n",
" <td>2402561.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>2402561.0</td>\n",
" <td>1.017796</td>\n",
" <td>[{'sid': Equity(0 [2618]), 'amount': 63644, 'c...</td>\n",
" <td>2408925.4</td>\n",
" <td>...</td>\n",
" <td>-0.40914</td>\n",
" <td>0.213473</td>\n",
" <td>1.024964</td>\n",
" <td>37.75</td>\n",
" <td>False</td>\n",
" <td>False</td>\n",
" <td>34.836926</td>\n",
" <td>1.734421</td>\n",
" <td>2.366805</td>\n",
" <td>38.75</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2024-06-27 13:30:00+08:00</th>\n",
" <td>2024-06-27 09:01:00+08:00</td>\n",
" <td>2024-06-27 13:30:00+08:00</td>\n",
" <td>66826.2</td>\n",
" <td>2408925.4</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>2408925.4</td>\n",
" <td>1.017308</td>\n",
" <td>[{'sid': Equity(0 [2618]), 'amount': 63644, 'c...</td>\n",
" <td>2475751.6</td>\n",
" <td>...</td>\n",
" <td>-0.40914</td>\n",
" <td>0.224643</td>\n",
" <td>1.023920</td>\n",
" <td>37.85</td>\n",
" <td>False</td>\n",
" <td>False</td>\n",
" <td>34.925930</td>\n",
" <td>1.729984</td>\n",
" <td>2.433631</td>\n",
" <td>38.85</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2024-06-28 13:30:00+08:00</th>\n",
" <td>2024-06-28 09:01:00+08:00</td>\n",
" <td>2024-06-28 13:30:00+08:00</td>\n",
" <td>-47733.0</td>\n",
" <td>2475751.6</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>2475751.6</td>\n",
" <td>1.017654</td>\n",
" <td>[{'sid': Equity(0 [2618]), 'amount': 63644, 'c...</td>\n",
" <td>2428018.6</td>\n",
" <td>...</td>\n",
" <td>-0.40914</td>\n",
" <td>0.215426</td>\n",
" <td>1.022554</td>\n",
" <td>38.90</td>\n",
" <td>False</td>\n",
" <td>False</td>\n",
" <td>35.971119</td>\n",
" <td>1.739708</td>\n",
" <td>2.385898</td>\n",
" <td>39.90</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"<p>846 rows × 46 columns</p>\n",
"</div>"
],
"text/plain": [
" period_open period_close \\\n",
"2021-01-04 13:30:00+08:00 2021-01-04 09:01:00+08:00 2021-01-04 13:30:00+08:00 \n",
"2021-01-05 13:30:00+08:00 2021-01-05 09:01:00+08:00 2021-01-05 13:30:00+08:00 \n",
"2021-01-06 13:30:00+08:00 2021-01-06 09:01:00+08:00 2021-01-06 13:30:00+08:00 \n",
"2021-01-07 13:30:00+08:00 2021-01-07 09:01:00+08:00 2021-01-07 13:30:00+08:00 \n",
"2021-01-08 13:30:00+08:00 2021-01-08 09:01:00+08:00 2021-01-08 13:30:00+08:00 \n",
"... ... ... \n",
"2024-06-24 13:30:00+08:00 2024-06-24 09:01:00+08:00 2024-06-24 13:30:00+08:00 \n",
"2024-06-25 13:30:00+08:00 2024-06-25 09:01:00+08:00 2024-06-25 13:30:00+08:00 \n",
"2024-06-26 13:30:00+08:00 2024-06-26 09:01:00+08:00 2024-06-26 13:30:00+08:00 \n",
"2024-06-27 13:30:00+08:00 2024-06-27 09:01:00+08:00 2024-06-27 13:30:00+08:00 \n",
"2024-06-28 13:30:00+08:00 2024-06-28 09:01:00+08:00 2024-06-28 13:30:00+08:00 \n",
"\n",
" pnl starting_exposure short_value \\\n",
"2021-01-04 13:30:00+08:00 0.0 0.0 0.0 \n",
"2021-01-05 13:30:00+08:00 0.0 0.0 0.0 \n",
"2021-01-06 13:30:00+08:00 0.0 0.0 0.0 \n",
"2021-01-07 13:30:00+08:00 0.0 0.0 0.0 \n",
"2021-01-08 13:30:00+08:00 0.0 0.0 0.0 \n",
"... ... ... ... \n",
"2024-06-24 13:30:00+08:00 -6364.4 2408925.4 0.0 \n",
"2024-06-25 13:30:00+08:00 0.0 2402561.0 0.0 \n",
"2024-06-26 13:30:00+08:00 6364.4 2402561.0 0.0 \n",
"2024-06-27 13:30:00+08:00 66826.2 2408925.4 0.0 \n",
"2024-06-28 13:30:00+08:00 -47733.0 2475751.6 0.0 \n",
"\n",
" treasury_return starting_value net_leverage \\\n",
"2021-01-04 13:30:00+08:00 0.0 0.0 0.000000 \n",
"2021-01-05 13:30:00+08:00 0.0 0.0 0.000000 \n",
"2021-01-06 13:30:00+08:00 0.0 0.0 0.000000 \n",
"2021-01-07 13:30:00+08:00 0.0 0.0 0.000000 \n",
"2021-01-08 13:30:00+08:00 0.0 0.0 0.000000 \n",
"... ... ... ... \n",
"2024-06-24 13:30:00+08:00 0.0 2408925.4 1.017844 \n",
"2024-06-25 13:30:00+08:00 0.0 2402561.0 1.017844 \n",
"2024-06-26 13:30:00+08:00 0.0 2402561.0 1.017796 \n",
"2024-06-27 13:30:00+08:00 0.0 2408925.4 1.017308 \n",
"2024-06-28 13:30:00+08:00 0.0 2475751.6 1.017654 \n",
"\n",
" positions \\\n",
"2021-01-04 13:30:00+08:00 [] \n",
"2021-01-05 13:30:00+08:00 [] \n",
"2021-01-06 13:30:00+08:00 [] \n",
"2021-01-07 13:30:00+08:00 [] \n",
"2021-01-08 13:30:00+08:00 [] \n",
"... ... \n",
"2024-06-24 13:30:00+08:00 [{'sid': Equity(0 [2618]), 'amount': 63644, 'c... \n",
"2024-06-25 13:30:00+08:00 [{'sid': Equity(0 [2618]), 'amount': 63644, 'c... \n",
"2024-06-26 13:30:00+08:00 [{'sid': Equity(0 [2618]), 'amount': 63644, 'c... \n",
"2024-06-27 13:30:00+08:00 [{'sid': Equity(0 [2618]), 'amount': 63644, 'c... \n",
"2024-06-28 13:30:00+08:00 [{'sid': Equity(0 [2618]), 'amount': 63644, 'c... \n",
"\n",
" ending_value ... max_drawdown alpha \\\n",
"2021-01-04 13:30:00+08:00 0.0 ... 0.00000 NaN \n",
"2021-01-05 13:30:00+08:00 0.0 ... 0.00000 NaN \n",
"2021-01-06 13:30:00+08:00 0.0 ... 0.00000 0.000000 \n",
"2021-01-07 13:30:00+08:00 0.0 ... 0.00000 0.000000 \n",
"2021-01-08 13:30:00+08:00 0.0 ... 0.00000 0.000000 \n",
"... ... ... ... ... \n",
"2024-06-24 13:30:00+08:00 2402561.0 ... -0.40914 0.215940 \n",
"2024-06-25 13:30:00+08:00 2402561.0 ... -0.40914 0.214589 \n",
"2024-06-26 13:30:00+08:00 2408925.4 ... -0.40914 0.213473 \n",
"2024-06-27 13:30:00+08:00 2475751.6 ... -0.40914 0.224643 \n",
"2024-06-28 13:30:00+08:00 2428018.6 ... -0.40914 0.215426 \n",
"\n",
" beta price_2618 buy_2618 sell_2618 \\\n",
"2021-01-04 13:30:00+08:00 NaN NaN NaN NaN \n",
"2021-01-05 13:30:00+08:00 NaN 13.05 False False \n",
"2021-01-06 13:30:00+08:00 0.000000 12.95 False False \n",
"2021-01-07 13:30:00+08:00 0.000000 12.95 False False \n",
"2021-01-08 13:30:00+08:00 0.000000 12.70 False False \n",
"... ... ... ... ... \n",
"2024-06-24 13:30:00+08:00 1.025196 37.85 False False \n",
"2024-06-25 13:30:00+08:00 1.025107 37.75 False False \n",
"2024-06-26 13:30:00+08:00 1.024964 37.75 False False \n",
"2024-06-27 13:30:00+08:00 1.023920 37.85 False False \n",
"2024-06-28 13:30:00+08:00 1.022554 38.90 False False \n",
"\n",
" pred_2618 benchmark_cum portfolio_returns \\\n",
"2021-01-04 13:30:00+08:00 NaN NaN 1.000000 \n",
"2021-01-05 13:30:00+08:00 NaN 1.006576 1.000000 \n",
"2021-01-06 13:30:00+08:00 NaN 1.005442 1.000000 \n",
"2021-01-07 13:30:00+08:00 NaN 1.020935 1.000000 \n",
"2021-01-08 13:30:00+08:00 NaN 1.037708 1.000000 \n",
"... ... ... ... \n",
"2024-06-24 13:30:00+08:00 35.108486 1.720834 2.360441 \n",
"2024-06-25 13:30:00+08:00 35.040936 1.725860 2.360441 \n",
"2024-06-26 13:30:00+08:00 34.836926 1.734421 2.366805 \n",
"2024-06-27 13:30:00+08:00 34.925930 1.729984 2.433631 \n",
"2024-06-28 13:30:00+08:00 35.971119 1.739708 2.385898 \n",
"\n",
" stock_price \n",
"2021-01-04 13:30:00+08:00 NaN \n",
"2021-01-05 13:30:00+08:00 14.05 \n",
"2021-01-06 13:30:00+08:00 13.95 \n",
"2021-01-07 13:30:00+08:00 13.95 \n",
"2021-01-08 13:30:00+08:00 13.70 \n",
"... ... \n",
"2024-06-24 13:30:00+08:00 38.85 \n",
"2024-06-25 13:30:00+08:00 38.75 \n",
"2024-06-26 13:30:00+08:00 38.75 \n",
"2024-06-27 13:30:00+08:00 38.85 \n",
"2024-06-28 13:30:00+08:00 39.90 \n",
"\n",
"[846 rows x 46 columns]"
]
},
"execution_count": 26,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"from zipline import run_algorithm\n",
"\n",
"start = '2021-01-01'\n",
"end = '2024-06-28'\n",
"start_dt = pd.Timestamp(start, tz = 'UTC')\n",
"end_dt = pd.Timestamp(end, tz = 'UTC')\n",
"\n",
"results = run_algorithm(\n",
" start = start_dt,\n",
" end = end_dt,\n",
" initialize = initialize,\n",
" bundle = 'tquant',\n",
" analyze = analyze,\n",
" capital_base = 1e6,\n",
" handle_data = handle_data,\n",
" custom_loader=custom_loader\n",
")\n",
"results"
]
},
{
"cell_type": "code",
"execution_count": 27,
"metadata": {},
"outputs": [],
"source": [
"import pyfolio as pf\n",
"returns, positions, transactions = pf.utils.extract_rets_pos_txn_from_zipline(results)"
]
},
{
"cell_type": "code",
"execution_count": 28,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\"><th>Start date</th><td colspan=2>2021-01-04</td></tr>\n",
" <tr style=\"text-align: right;\"><th>End date</th><td colspan=2>2024-06-28</td></tr>\n",
" <tr style=\"text-align: right;\"><th>Total months</th><td colspan=2>40</td></tr>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>Backtest</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>Annual return</th>\n",
" <td>29.566%</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Cumulative returns</th>\n",
" <td>138.59%</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Annual volatility</th>\n",
" <td>48.86%</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Sharpe ratio</th>\n",
" <td>0.77</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Calmar ratio</th>\n",
" <td>0.72</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Stability</th>\n",
" <td>0.65</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Max drawdown</th>\n",
" <td>-40.914%</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Omega ratio</th>\n",
" <td>1.16</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Sortino ratio</th>\n",
" <td>1.20</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Skew</th>\n",
" <td>0.26</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Kurtosis</th>\n",
" <td>4.64</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Tail ratio</th>\n",
" <td>1.36</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Daily value at risk</th>\n",
" <td>-6.006%</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Gross leverage</th>\n",
" <td>1.19</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Daily turnover</th>\n",
" <td>9.437%</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Alpha</th>\n",
" <td>0.22</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Beta</th>\n",
" <td>1.02</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>"
],
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"<IPython.core.display.HTML object>"
]
},
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"data": {
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"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th>Worst drawdown periods</th>\n",
" <th>Net drawdown in %</th>\n",
" <th>Peak date</th>\n",
" <th>Valley date</th>\n",
" <th>Recovery date</th>\n",
" <th>Duration</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>40.91</td>\n",
" <td>2021-04-13</td>\n",
" <td>2021-05-20</td>\n",
" <td>2021-11-08</td>\n",
" <td>145</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>39.67</td>\n",
" <td>2023-06-26</td>\n",
" <td>2023-10-20</td>\n",
" <td>NaT</td>\n",
" <td>NaN</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>37.92</td>\n",
" <td>2022-09-21</td>\n",
" <td>2022-10-26</td>\n",
" <td>2023-05-29</td>\n",
" <td>163</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>25.49</td>\n",
" <td>2021-11-17</td>\n",
" <td>2022-05-20</td>\n",
" <td>2022-09-12</td>\n",
" <td>200</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>9.84</td>\n",
" <td>2021-02-25</td>\n",
" <td>2021-03-08</td>\n",
" <td>2021-04-12</td>\n",
" <td>30</td>\n",
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" <th>max</th>\n",
" </tr>\n",
" <tr>\n",
" <th>sid</th>\n",
" <th></th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
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" <th>max</th>\n",
" </tr>\n",
" <tr>\n",
" <th>sid</th>\n",
" <th></th>\n",
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