{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import os\n", "import sys\n", "from pathlib import PurePath\n", "this_file_path = PurePath(os.getcwd())\n", "sys.path.append(str(this_file_path.parents[1]))\n", "\n", "from typing import Dict, Tuple, List, Union\n", "from collections import namedtuple\n", "\n", "import pandas as pd\n", "import numpy as np\n", "import empyrical as ep\n", "from talib import BETA\n", "from scr import LoadData\n", "from hugos_toolkit.BackTestTemplate import get_backtesting\n", "from hugos_toolkit.BackTestReport.tear import analysis_rets, analysis_trade\n", "\n", "import seaborn as sns\n", "import matplotlib as mpl\n", "import matplotlib.pyplot as plt\n", "\n", "plt.rcParams[\"font.sans-serif\"] = [\"SimHei\"] # 用来正常显示中文标签\n", "plt.rcParams[\"axes.unicode_minus\"] = False # 用来正常显示负号" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "def calc_gsisi(\n", " close_ser: pd.Series, pivot_swprice: pd.DataFrame, window: int, pct_window: int = 5\n", ") -> pd.Series:\n", " \"\"\"投资者情绪指数\n", "\n", " Args:\n", " close_ser (pd.Series): 默认为沪深300收盘价\n", " pivot_swprice (pd.DataFrame): 申万收盘数据 index-date columns-swcode values-close\n", " window (int): sw与close计算beta的窗口\n", " pct_window (int, optional): 收益率计算窗口. Defaults to 5.\n", "\n", " Returns:\n", " pd.Series: spearman index-date values-spearman\n", " \"\"\"\n", " # 周度收益\n", " sw_pct: pd.DataFrame = pivot_swprice.pct_change(pct_window)\n", " index_pct: pd.Series = close_ser.pct_change(pct_window)\n", "\n", " # 计算beta\n", " beta_roll5: pd.DataFrame = sw_pct.apply(lambda x: BETA(x, index_pct, window))\n", "\n", " # spearman\n", " return sw_pct.corrwith(beta_roll5, method=\"spearman\", axis=1)\n", "\n", "\n", "def get_gsisi_bt(\n", " index_price: pd.DataFrame,\n", " pivot_swprice: pd.DataFrame,\n", " window: int,\n", " pct_window: int = 5,\n", " **kw\n", ") -> namedtuple:\n", " \"\"\"GSISI回测\n", "\n", " Args:\n", " index_price (pd.DataFrame): 默认为hs300收盘价 index-date values-close\n", " pivot_swprice (pd.DataFrame): 申万行业收盘为 index-date columns-sw_code values-close\n", " window (int): beta与pct的滚动窗口\n", " pct_window (int, optional): 收益率计算窗口. Defaults to 5.\n", "\n", " Returns:\n", " namedtuple: bt_result result,cerebro\n", " \"\"\"\n", " data: pd.DataFrame = index_price.copy()\n", " data[\"GSISI\"] = calc_gsisi(index_price[\"close\"], pivot_swprice, window, pct_window)\n", "\n", " data.dropna(subset=[\"GSISI\"], inplace=True)\n", " data.index = pd.to_datetime(data.index)\n", "\n", " return get_backtesting(data, \"HS300\", **kw)\n", "\n", "\n", "def opt_strat(\n", " index_price: pd.DataFrame,\n", " pivot_swprice: pd.DataFrame,\n", " window: int,\n", " pct_window: int = 5,\n", " score_name: str = \"_SQN\",\n", " **kw\n", ") -> float:\n", " \"\"\"用于寻找参数\n", "\n", " Args:\n", " index_price (pd.DataFrame): 默认为hs300收盘价 index-date values-close\n", " pivot_swprice (pd.DataFrame): 申万行业收盘为 index-date columns-sw_code values-close\n", " window (int): beta与pct的滚动窗口\n", " pct_window (int, optional): 收益率计算窗口. Defaults to 5.\n", " score_name (str, optional): 目标参数. Defaults to \"_SQN\".\n", "\n", " Returns:\n", " float: 目标参数的数值\n", " \"\"\"\n", " bt_res: namedtuple = get_gsisi_bt(\n", " index_price, pivot_swprice, window, pct_window, **kw\n", " )\n", " anzs = bt_res.result[0].analyzers\n", "\n", " fields: Dict = {\n", " \"_Sharpe\": \"sharperatio\",\n", " \"_SQN\": \"sqn\",\n", " \"_Returns\": \"rnorm\",\n", " }\n", "\n", " return anzs.getbyname(score_name).get_analysis()[fields[score_name]]" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "# 投资者情绪指数构建\n", "\n", "基本思路是首先计算28个申万一级行业周收益率以及其相对沪深300指数的周Beta系数;然后测算28个申万一级行业周收益率与其周Beta系数的Spearman秩相关系数;最后以Spearman秩相关系数为基础构建国信投资者情绪指数GSISI。" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "# 数据加载\n", "data = LoadData()\n", "\n", "pivot_swprice:pd.DataFrame = data.pivot_swprice\n", "index_price:pd.DataFrame = data.index_price\n", "\n", "benchmark_close: pd.Series = index_price[\"close\"]\n", "benchmark_close.index = pd.to_datetime(benchmark_close.index)" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "# 滚动5日收益率\n", "window1:int = 5\n", "sw_pct:pd.DataFrame = pivot_swprice.pct_change(window1)\n", "index_pct:pd.Series = benchmark_close.pct_change(window1)\n", "\n", "window2: int = 50\n", "# 计算beta\n", "beta_roll5: pd.DataFrame = sw_pct.apply(\n", " lambda x: BETA(x, index_pct, window2)\n", ")\n", "\n", "# 计算每个行业与基准的spearman\n", "sw_roll5_pct_rank: pd.DataFrame = sw_pct.rolling(window2).rank()\n", "sw_roll5_beta_rank: pd.DataFrame = beta_roll5.rolling(window2).rank()\n", "\n", "sw_spearman: pd.DataFrame = sw_roll5_beta_rank.rolling(window2).corr(sw_roll5_pct_rank)" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "spearman_roll5: pd.DataFrame = calc_gsisi(benchmark_close, pivot_swprice, window2)" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ ">当国信投资者情绪指数$GSISI \\geq 31.7$时,投资乐观情绪上扬;当国信投资者情绪指数$GSISI \\leq -31.7$时,投资悲观情绪蔓延。\n", "\n", "该阈值来源为:\n", ">对Spearman秩相关系数进行显著性检验,显著性水平$\\alpha=0.05$,n=28,查表得Spearman秩相关系数的临界值为0.317\n", "\n", "这里我们的申万有31个行业,显著性水平$\\alpha=0.05$,n=31,查表临界值应该为0.301\n", "\n", "![avatar](https://raw.githubusercontent.com/hugo2046/QuantsPlaybook/dev/C-%E6%8B%A9%E6%97%B6%E7%B1%BB/%E6%8A%95%E8%B5%84%E8%80%85%E6%83%85%E7%BB%AA%E6%8C%87%E6%95%B0%E6%8B%A9%E6%97%B6%E6%A8%A1%E5%9E%8B/img/%E7%A7%A9%E7%9B%B8%E5%85%B3%E7%B3%BB%E6%95%B0%E4%B8%B4%E7%95%8C%E5%80%BC.png)\n", "\n", "从数据上来看开平仓标准差不多是信号的2倍标准差,感觉可以使用该数据" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "均值:0.0032,2 Std:0.3828,-2 Std:-0.3765\n" ] }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "avg:float = spearman_roll5.mean()\n", "std:float = spearman_roll5.std()\n", "std_up:float = avg + std * 2\n", "std_low:float = avg - std * 2\n", "\n", "print('均值:{:.4f},2 Std:{:.4f},-2 Std:{:.4f}'.format(avg,std_up,std_low))\n", "ax = sns.histplot(spearman_roll5)\n", "ax.axvline(std_up,ls='--',color='red')\n", "ax.axvline(std_low,ls='--',color='green')\n", "ax.axvline(avg,ls='--',color='black');" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "benchmark_close.plot(figsize=(18, 4), color=\"r\", label=\"Close\")\n", "spearman_roll5.plot(color=\"darkgray\", label=\"GSISI\", secondary_y=True, alpha=0.5)\n", "plt.axhline(std_up, ls=\"--\", color=\"red\", alpha=0.5)\n", "plt.axhline(std_low, ls=\"--\", color=\"green\", alpha=0.5);" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "# GSISI择时模型设计\n", "\n", "若GSISI**连续两次**发出看多(或看空)信号,则看多(或看空)沪深300指数,且保持这个判断,直到**连续两次**看空(或看多)信号出现,则发生看空(或看多)沪深300指数的反转判断;若GSISI发出多空交叉互现信号,则除最新信号外,前面的交叉信号作废,以最新信号为判断起点,按照前面两条准则重新分析后面的信号。\n", "\n", "**具体步骤是:**\n", "\n", "1. 若国信投资者情绪指数$GSISI \\geq 0.301$,则作为看多沪深300的一次警示信号.若紧接着再次$GSISI \\geq 0.301$,则作为看多沪深300的确认信号,正式看多沪深300,一次判断完成,且保持此判断,直到有相反的判断出现.若紧接着$GSISI \\leq -0.301$,则看多沪深300的一次警示信号作废,以此最新的信号为判断起点,进行下一轮的判断.\n", "2. 类似地,若国信投资者情绪指数$GSISI \\leq -0.301$,则作为看空沪深300的一次警示信号.若紧接着再次$GSISI \\leq -0.301$,则作为看空沪深300的确认信号,正式看空沪深300,一次判断完成,且保持此判断,直到有相反的判断出现.若紧接着$GSISI \\geq 0.301$,则看空沪深300的一次警示信号作废,以此最新的信号为判断起点,进行下一轮的判断." ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "import ipywidgets as ipw\n", "\n", "import gradient_free_optimizers as gfo" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ " \r" ] } ], "source": [ "search_space = {'window': np.arange(5, 100),'pct_window':np.arange(5,21,5)}\n", "\n", "iterations = 200\n", "\n", "opt = gfo.EvolutionStrategyOptimizer(search_space)\n", "opt.search(lambda x:opt_strat(index_price,pivot_swprice,**x,score_name='_Returns',show_log=False), n_iter=iterations,verbosity=['progress_bar'])\n", "\n", "best_params_window = {'window': opt.best_para['window'],'pct_window':opt.best_para['pct_window']}" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "2014-04-11, 收盘价Close, 2270.67\n", "2014-04-11, 设置买单 BUY CREATE, 2270.67,信号为:0.42,阈值为:0.30\n", "2014-04-14, BUY EXECUTED, ref:1860, Price: 2268.17, Cost: 948951086.94, Comm 189790.22, Size: 418378.00, Stock: HS300\n", "2014-05-29, 收盘价Close, 2155.16\n", "2014-05-29, 设置卖单SELL CREATE, 2155.16信号为:-0.46,阈值为:-0.30\n", "2014-05-30, SELL EXECUTED, ref:1861, Price: 2156.16, Cost: 948951086.94, Comm 1082510.08, Size: -418378.00, Stock: HS300\n", "2014-09-04, 收盘价Close, 2426.22\n", "2014-09-04, 设置买单 BUY CREATE, 2426.22,信号为:0.32,阈值为:0.30\n", "2014-09-05, BUY EXECUTED, ref:1862, Price: 2433.41, Cost: 906955043.97, Comm 181391.01, Size: 372709.00, Stock: HS300\n", "2015-06-26, 收盘价Close, 4336.19\n", "2015-06-26, 设置卖单SELL CREATE, 4336.19信号为:-0.31,阈值为:-0.30\n", "2015-06-29, SELL EXECUTED, ref:1863, Price: 4446.40, Cost: 906955043.97, Comm 1988653.86, Size: -372709.00, Stock: HS300\n", "2015-09-10, 收盘价Close, 3357.56\n", "2015-09-10, 设置买单 BUY CREATE, 3357.56,信号为:0.35,阈值为:0.30\n", "2015-09-11, BUY EXECUTED, ref:1864, Price: 3350.21, Cost: 1611423257.29, Comm 322284.65, Size: 480991.00, Stock: HS300\n", "2015-10-13, 收盘价Close, 3445.04\n", "2015-10-13, 设置卖单SELL CREATE, 3445.04信号为:-0.38,阈值为:-0.30\n", "2015-10-14, SELL EXECUTED, ref:1865, Price: 3430.80, Cost: 1611423257.29, Comm 1980218.91, Size: -480991.00, Stock: HS300\n", "2015-11-24, 收盘价Close, 3753.89\n", "2015-11-24, 设置买单 BUY CREATE, 3753.89,信号为:0.46,阈值为:0.30\n", "2015-11-25, BUY EXECUTED, ref:1866, Price: 3748.13, Cost: 1647061605.29, Comm 329412.32, Size: 439435.00, Stock: HS300\n", "2015-12-17, 收盘价Close, 3755.89\n", "2015-12-17, 设置卖单SELL CREATE, 3755.89信号为:-0.74,阈值为:-0.30\n", "2015-12-18, SELL EXECUTED, ref:1867, Price: 3754.58, Cost: 1647061605.29, Comm 1979875.01, Size: -439435.00, Stock: HS300\n", "2016-06-01, 收盘价Close, 3160.55\n", "2016-06-01, 设置买单 BUY CREATE, 3160.55,信号为:0.38,阈值为:0.30\n", "2016-06-02, BUY EXECUTED, ref:1868, Price: 3158.35, Cost: 1648937601.94, Comm 329787.52, Size: 522089.00, Stock: HS300\n", "2017-05-19, 收盘价Close, 3403.85\n", "2017-05-19, 设置卖单SELL CREATE, 3403.85信号为:-0.38,阈值为:-0.30\n", "2017-05-22, SELL EXECUTED, ref:1869, Price: 3400.25, Cost: 1648937601.94, Comm 2130279.71, Size: -522089.00, Stock: HS300\n", "2017-07-14, 收盘价Close, 3703.09\n", "2017-07-14, 设置买单 BUY CREATE, 3703.09,信号为:0.39,阈值为:0.30\n", "2017-07-17, BUY EXECUTED, ref:1870, Price: 3700.99, Cost: 1766730522.93, Comm 353346.10, Size: 477367.00, Stock: HS300\n", "2018-03-06, 收盘价Close, 4066.56\n", "2018-03-06, 设置卖单SELL CREATE, 4066.56信号为:-0.31,阈值为:-0.30\n", "2018-03-07, SELL EXECUTED, ref:1871, Price: 4063.09, Cost: 1766730522.93, Comm 2327504.19, Size: -477367.00, Stock: HS300\n", "2018-05-11, 收盘价Close, 3872.84\n", "2018-05-11, 设置买单 BUY CREATE, 3872.84,信号为:0.35,阈值为:0.30\n", "2018-05-14, BUY EXECUTED, ref:1872, Price: 3887.26, Cost: 1936581743.50, Comm 387316.35, Size: 498187.00, Stock: HS300\n", "2018-05-30, 收盘价Close, 3723.37\n", "2018-05-30, 设置卖单SELL CREATE, 3723.37信号为:-0.36,阈值为:-0.30\n", "2018-05-31, SELL EXECUTED, ref:1873, Price: 3748.93, Cost: 1936581743.50, Comm 2241198.88, Size: -498187.00, Stock: HS300\n", "2018-09-13, 收盘价Close, 3236.57\n", "2018-09-13, 设置买单 BUY CREATE, 3236.57,信号为:0.45,阈值为:0.30\n", "2018-09-14, BUY EXECUTED, ref:1874, Price: 3243.15, Cost: 1865219107.01, Comm 373043.82, Size: 575125.00, Stock: HS300\n", "2018-11-08, 收盘价Close, 3212.77\n", "2018-11-08, 设置卖单SELL CREATE, 3212.77信号为:-0.39,阈值为:-0.30\n", "2018-11-09, SELL EXECUTED, ref:1875, Price: 3192.98, Cost: 1865219107.01, Comm 2203635.61, Size: -575125.00, Stock: HS300\n", "2018-11-26, 收盘价Close, 3141.24\n", "2018-11-26, 设置买单 BUY CREATE, 3141.24,信号为:0.33,阈值为:0.30\n", "2018-11-27, BUY EXECUTED, ref:1876, Price: 3153.09, Cost: 1838475738.63, Comm 367695.15, Size: 583072.00, Stock: HS300\n", "2019-03-12, 收盘价Close, 3755.35\n", "2019-03-12, 设置卖单SELL CREATE, 3755.35信号为:-0.36,阈值为:-0.30\n", "2019-03-13, SELL EXECUTED, ref:1877, Price: 3758.33, Cost: 1838475738.63, Comm 2629655.28, Size: -583072.00, Stock: HS300\n", "2019-03-27, 收盘价Close, 3743.39\n", "2019-03-27, 设置买单 BUY CREATE, 3743.39,信号为:0.66,阈值为:0.30\n", "2019-03-28, BUY EXECUTED, ref:1878, Price: 3731.43, Cost: 2157066849.92, Comm 431413.37, Size: 578080.00, Stock: HS300\n", "2019-04-01, 收盘价Close, 3973.93\n", "2019-04-01, 设置卖单SELL CREATE, 3973.93信号为:-0.65,阈值为:-0.30\n", "2019-04-02, SELL EXECUTED, ref:1879, Price: 3985.94, Cost: 2157066849.92, Comm 2765031.58, Size: -578080.00, Stock: HS300\n", "2019-04-19, 收盘价Close, 4120.61\n", "2019-04-19, 设置买单 BUY CREATE, 4120.61,信号为:0.38,阈值为:0.30\n", "2019-04-22, BUY EXECUTED, ref:1880, Price: 4126.09, Cost: 2303773468.87, Comm 460754.69, Size: 558343.00, Stock: HS300\n", "2019-05-29, 收盘价Close, 3663.91\n", "2019-05-29, 设置卖单SELL CREATE, 3663.91信号为:-0.33,阈值为:-0.30\n", "2019-05-30, SELL EXECUTED, ref:1881, Price: 3648.49, Cost: 2303773468.87, Comm 2444527.35, Size: -558343.00, Stock: HS300\n", "2019-06-05, 收盘价Close, 3597.10\n", "2019-06-05, 设置买单 BUY CREATE, 3597.10,信号为:0.31,阈值为:0.30\n", "2019-06-06, BUY EXECUTED, ref:1882, Price: 3601.04, Cost: 2046859944.32, Comm 409371.99, Size: 568408.00, Stock: HS300\n", "2019-07-30, 收盘价Close, 3870.32\n", "2019-07-30, 设置卖单SELL CREATE, 3870.32信号为:-0.34,阈值为:-0.30\n", "2019-07-31, SELL EXECUTED, ref:1883, Price: 3856.36, Cost: 2046859944.32, Comm 2630386.00, Size: -568408.00, Stock: HS300\n", "2019-09-27, 收盘价Close, 3852.65\n", "2019-09-27, 设置买单 BUY CREATE, 3852.65,信号为:0.39,阈值为:0.30\n", "2019-09-30, BUY EXECUTED, ref:1884, Price: 3842.45, Cost: 2173833885.52, Comm 434766.78, Size: 565741.00, Stock: HS300\n", "2020-04-15, 收盘价Close, 3797.36\n", "2020-04-15, 设置卖单SELL CREATE, 3797.36信号为:-0.38,阈值为:-0.30\n", "2020-04-16, SELL EXECUTED, ref:1885, Price: 3777.42, Cost: 2173833885.52, Comm 2564451.15, Size: -565741.00, Stock: HS300\n", "2020-05-26, 收盘价Close, 3872.77\n", "2020-05-26, 设置买单 BUY CREATE, 3872.77,信号为:0.41,阈值为:0.30\n", "2020-05-27, BUY EXECUTED, ref:1886, Price: 3873.70, Cost: 2142318795.40, Comm 428463.76, Size: 553042.00, Stock: HS300\n", "2020-08-17, 收盘价Close, 4815.23\n", "2020-08-17, 设置卖单SELL CREATE, 4815.23信号为:-0.47,阈值为:-0.30\n", "2020-08-18, SELL EXECUTED, ref:1887, Price: 4816.09, Cost: 2142318795.40, Comm 3196198.96, Size: -553042.00, Stock: HS300\n", "2020-10-19, 收盘价Close, 4755.49\n", "2020-10-19, 设置买单 BUY CREATE, 4755.49,信号为:0.38,阈值为:0.30\n", "2020-10-20, BUY EXECUTED, ref:1888, Price: 4751.85, Cost: 2631462544.43, Comm 526292.51, Size: 553777.00, Stock: HS300\n", "2021-03-26, 收盘价Close, 5037.99\n", "2021-03-26, 设置卖单SELL CREATE, 5037.99信号为:-0.37,阈值为:-0.30\n", "2021-03-29, SELL EXECUTED, ref:1889, Price: 5051.75, Cost: 2631462544.43, Comm 3357054.72, Size: -553777.00, Stock: HS300\n", "2021-06-17, 收盘价Close, 5101.89\n", "2021-06-17, 设置买单 BUY CREATE, 5101.89,信号为:0.41,阈值为:0.30\n", "2021-06-18, BUY EXECUTED, ref:1890, Price: 5105.44, Cost: 2789510576.57, Comm 557902.12, Size: 546380.00, Stock: HS300\n", "2021-12-03, 收盘价Close, 4901.02\n", "2021-12-03, 设置卖单SELL CREATE, 4901.02信号为:-0.39,阈值为:-0.30\n", "2021-12-06, SELL EXECUTED, ref:1891, Price: 4908.94, Cost: 2789510576.57, Comm 3218575.35, Size: -546380.00, Stock: HS300\n", "2022-03-02, 收盘价Close, 4578.60\n", "2022-03-02, 设置买单 BUY CREATE, 4578.60,信号为:0.36,阈值为:0.30\n", "2022-03-03, BUY EXECUTED, ref:1892, Price: 4595.48, Cost: 2691875645.97, Comm 538375.13, Size: 585766.00, Stock: HS300\n", "2022-05-20, 收盘价Close, 4077.60\n", "2022-05-20, 设置卖单SELL CREATE, 4077.60信号为:-0.55,阈值为:-0.30\n", "2022-05-23, SELL EXECUTED, ref:1893, Price: 4080.56, Cost: 2691875645.97, Comm 2868305.31, Size: -585766.00, Stock: HS300\n", "2022-11-25, 收盘价Close, 3775.78\n", "2022-11-25, 设置买单 BUY CREATE, 3775.78,信号为:0.42,阈值为:0.30\n", "2022-11-28, BUY EXECUTED, ref:1894, Price: 3702.27, Cost: 2345636217.47, Comm 469127.24, Size: 633567.00, Stock: HS300\n" ] } ], "source": [ "# _Sharpe/_Returns {'window': 35, 'pct_window': 15} rets 13.01% sharpe 79.76%\n", "# _SQN {'window': 88, 'pct_window': 15} rets 9.11% sharpe 61.07%\n", "bt_res = get_gsisi_bt(index_price,pivot_swprice,**best_params_window)" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "{'window': 30, 'pct_window': 15}\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "d:\\anaconda3\\lib\\site-packages\\jupyter_client\\session.py:718: UserWarning:\n", "\n", "Message serialization failed with:\n", "Out of range float values are not JSON compliant\n", "Supporting this message is deprecated in jupyter-client 7, please make sure your message is JSON-compliant\n", "\n", "d:\\anaconda3\\lib\\site-packages\\jupyter_client\\session.py:718: UserWarning:\n", "\n", "Message serialization failed with:\n", "Out of range float values are not JSON compliant\n", "Supporting this message is deprecated in jupyter-client 7, please make sure your message is JSON-compliant\n", "\n" ] } ], "source": [ "print(best_params_window)\n", "report2ts = analysis_rets(benchmark_close, bt_res.result, use_widgets=True)\n", "report2trade = analysis_trade(benchmark_close, bt_res.result, use_widgets=True)" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "6f720cb6d936465584b3b39ee074081d", "version_major": 2, "version_minor": 0 }, "text/plain": [ "VBox(children=(FigureWidget({\n", " 'data': [{'cells': {'align': [left, center],\n", " 'font':…" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "box_layout = ipw.Layout(\n", " display=\"space-between\", border=\"3px solid black\", align_items=\"inherit\"\n", ")\n", "\n", "ipw.VBox(\n", " [ report2ts.risk_table,\n", " report2ts.cumulative_chart,\n", " report2trade.position_chart,\n", " report2trade.pnl_chart,\n", " report2ts.maxdrawdowns_chart,\n", " ],\n", " layout=box_layout,\n", ")" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.plotly.v1+json": { 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"#E5ECF6", "polar": { "angularaxis": { "gridcolor": "white", "linecolor": "white", "ticks": "" }, "bgcolor": "#E5ECF6", "radialaxis": { "gridcolor": "white", "linecolor": "white", "ticks": "" } }, "scene": { "xaxis": { "backgroundcolor": "#E5ECF6", "gridcolor": "white", "gridwidth": 2, "linecolor": "white", "showbackground": true, "ticks": "", "zerolinecolor": "white" }, "yaxis": { "backgroundcolor": "#E5ECF6", "gridcolor": "white", "gridwidth": 2, "linecolor": "white", "showbackground": true, "ticks": "", "zerolinecolor": "white" }, "zaxis": { "backgroundcolor": "#E5ECF6", "gridcolor": "white", "gridwidth": 2, "linecolor": "white", "showbackground": true, "ticks": "", "zerolinecolor": "white" } }, "shapedefaults": { "line": { "color": "#2a3f5f" } }, "ternary": { "aaxis": { "gridcolor": "white", "linecolor": "white", "ticks": "" }, "baxis": { "gridcolor": "white", "linecolor": "white", "ticks": "" }, "bgcolor": "#E5ECF6", "caxis": { "gridcolor": "white", "linecolor": "white", "ticks": "" } }, "title": { "x": 0.05 }, "xaxis": { "automargin": true, "gridcolor": "white", "linecolor": "white", "ticks": "", "title": { "standoff": 15 }, "zerolinecolor": "white", "zerolinewidth": 2 }, "yaxis": { "automargin": true, "gridcolor": "white", "linecolor": "white", "ticks": "", "title": { "standoff": 15 }, "zerolinecolor": "white", "zerolinewidth": 2 } } }, "title": { "text": "Drawdowns" }, "xaxis": { "tickformat": "%Y-%m-%d" } } }, "text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from plotly.offline import iplot\n", "from plotly.offline import init_notebook_mode\n", "init_notebook_mode()\n", "\n", "for chart in [ report2ts.risk_table,\n", " report2ts.cumulative_chart,\n", " report2trade.position_chart,\n", " report2trade.pnl_chart,\n", " report2ts.maxdrawdowns_chart,\n", " ]:\n", " iplot(chart)" ] } ], "metadata": { "kernelspec": { "display_name": "base", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.8.8" }, "orig_nbformat": 4, "vscode": { "interpreter": { "hash": "49cb93f377a7abe7414b7b0f21fb3017538004a126cf690fb524202736b7fb92" } } }, "nbformat": 4, "nbformat_minor": 2 }