{ "cells": [ { "cell_type": "markdown", "id": "76f04e58-ed6d-491e-960e-87be12146af4", "metadata": {}, "source": [ "## 概览\n", "\n", "zillionare通过omicron提供了行情数据、时间运算、基础算法、策略编写、回测等功能。在本环境中，自带了2022年全年的数据（从30分钟到周线）。\n", "\n", "关于 omicron 的用法，请参见 https://zillionare.github.io/omicron\n" ] }, { "cell_type": "code", "execution_count": null, "id": "0b1de2c9-4ae9-466e-b820-e23554fbf4cc", "metadata": {}, "outputs": [], "source": [ "import datetime\n", "import logging\n", "import sys\n", "import warnings\n", "from typing import Dict, List, Optional, Union\n", "\n", "import cfg4py\n", "import numpy as np\n", "import omicron\n", "import pandas as pd\n", "import talib as ta\n", "from coretypes import Frame, FrameType\n", "from IPython.display import clear_output\n", "from omicron import tf\n", "from omicron.core.backtestlog import BacktestLogger\n", "from omicron.extensions import (\n", " array_math_round,\n", " array_price_equal,\n", " bars_since,\n", " count_between,\n", " fill_nan,\n", " find_runs,\n", " math_round,\n", " price_equal,\n", " smallest_n_argpos,\n", " top_n_argpos,\n", ")\n", "from omicron.models.board import Board, BoardType\n", "from omicron.models.security import Security\n", "from omicron.models.stock import Stock\n", "from omicron.plotting.candlestick import Candlestick\n", "from omicron.plotting.metrics import MetricsGraph\n", "from omicron.talib import moving_average\n", "from traderclient import TraderClient\n", "\n", "warnings.filterwarnings(\"ignore\")\n", "logger = BacktestLogger.getLogger(\"notebook\")\n", "\n", "cfg4py.init(\"/etc/zillionare\")\n", "\n", "await omicron.init()\n", "Board.init(\"omega\")" ] }, { "cell_type": "markdown", "id": "07e4ed84-e84a-413f-8026-21c3b1143c76", "metadata": {}, "source": [ "## 行情数据\n", "### 个股行情\n", "\n", "我们可以通过get_bars来获取行情数据。" ] }, { "cell_type": "code", "execution_count": 7, "id": "28fb38b3-fd3f-4809-a204-db6075ea3815", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([('2023-01-30T00:00:00', 15.6 , 15.74, 14.89, 15.15, 1.37431750e+08, 2.09686765e+09, 123.90969),\n", " ('2023-01-31T00:00:00', 15.24, 15.51, 14.96, 14.99, 1.03049784e+08, 1.56863933e+09, 123.90969),\n", " ('2023-02-01T00:00:00', 15.03, 15.08, 14.51, 14.7 , 1.65342148e+08, 2.42647197e+09, 123.90969),\n", " ('2023-02-02T00:00:00', 14.74, 14.78, 14.27, 14.6 , 1.57790039e+08, 2.28074488e+09, 123.90969),\n", " ('2023-02-03T00:00:00', 14.45, 14.55, 14.16, 14.32, 1.24638298e+08, 1.78210589e+09, 123.90969),\n", " ('2023-02-06T00:00:00', 14.1 , 14.13, 13.86, 14. , 1.31761010e+08, 1.83842871e+09, 123.90969),\n", " ('2023-02-07T00:00:00', 14.06, 14.32, 14.03, 14.21, 8.69460460e+07, 1.23529776e+09, 123.90969),\n", " ('2023-02-08T00:00:00', 14.24, 14.32, 14.03, 14.04, 6.57892570e+07, 9.28708934e+08, 123.90969),\n", " ('2023-02-09T00:00:00', 14.01, 14.3 , 13.96, 14.13, 8.30350020e+07, 1.17436196e+09, 123.90969),\n", " ('2023-02-10T00:00:00', 14.1 , 14.12, 13.86, 13.98, 8.47283660e+07, 1.18428339e+09, 123.90969)],\n", " dtype=[('frame', '\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "

	frame	open	high	low	close	volume	amount	factor
0	2022-09-01	1077.703003	1080.427002	1066.473999	1067.234009	226989220.0	1.099670e+09	1.0
1	2022-09-02	1069.370972	1083.811035	1069.370972	1082.511963	236729820.0	1.258059e+09	1.0
2	2022-09-05	1080.014038	1091.135986	1077.687988	1090.916992	237900350.0	1.127750e+09	1.0
3	2022-09-06	1093.052979	1112.338013	1092.463013	1111.156982	260565040.0	1.407028e+09	1.0
4	2022-09-07	1108.711060	1114.146973	1100.338013	1109.458008	201213880.0	1.290435e+09	1.0
5	2022-09-08	1107.348999	1117.490967	1098.937012	1099.796021	293380040.0	1.352487e+09	1.0
6	2022-09-09	1096.170044	1103.285034	1087.983032	1100.604980	202762210.0	9.239262e+08	1.0
7	2022-09-13	1101.515015	1109.812012	1100.319946	1108.181030	179904920.0	1.017504e+09	1.0
8	2022-09-14	1092.937988	1094.963989	1080.584961	1088.295044	191233000.0	1.018259e+09	1.0
9	2022-09-15	1091.406982	1092.852051	1059.657959	1065.496948	251875980.0	1.458851e+09	1.0

\n", "" ], "text/plain": [ " frame open high low close volume \\\n", "0 2022-09-01 1077.703003 1080.427002 1066.473999 1067.234009 226989220.0 \n", "1 2022-09-02 1069.370972 1083.811035 1069.370972 1082.511963 236729820.0 \n", "2 2022-09-05 1080.014038 1091.135986 1077.687988 1090.916992 237900350.0 \n", "3 2022-09-06 1093.052979 1112.338013 1092.463013 1111.156982 260565040.0 \n", "4 2022-09-07 1108.711060 1114.146973 1100.338013 1109.458008 201213880.0 \n", "5 2022-09-08 1107.348999 1117.490967 1098.937012 1099.796021 293380040.0 \n", "6 2022-09-09 1096.170044 1103.285034 1087.983032 1100.604980 202762210.0 \n", "7 2022-09-13 1101.515015 1109.812012 1100.319946 1108.181030 179904920.0 \n", "8 2022-09-14 1092.937988 1094.963989 1080.584961 1088.295044 191233000.0 \n", "9 2022-09-15 1091.406982 1092.852051 1059.657959 1065.496948 251875980.0 \n", "\n", " amount factor \n", "0 1.099670e+09 1.0 \n", "1 1.258059e+09 1.0 \n", "2 1.127750e+09 1.0 \n", "3 1.407028e+09 1.0 \n", "4 1.290435e+09 1.0 \n", "5 1.352487e+09 1.0 \n", "6 9.239262e+08 1.0 \n", "7 1.017504e+09 1.0 \n", "8 1.018259e+09 1.0 \n", "9 1.458851e+09 1.0 " ] }, "execution_count": 38, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from omicron.models.board import Board, BoardType\n", "\n", "concepts = await Board.board_list()\n", "concepts[:10]\n", "\n", "df = pd.DataFrame(bars)\n", "df[:10]" ] }, { "cell_type": "markdown", "id": "c7ff84a2-14a2-4703-9ea8-1ea0ec7fc727", "metadata": {}, "source": [ "### 获取板块行情" ] }, { "cell_type": "code", "execution_count": null, "id": "93d831e9-c91a-4976-831c-5748fb1c8d92", "metadata": {}, "outputs": [], "source": [ "start = datetime.date(2022, 9, 1) # 起始时间，可修改\n", "end = datetime.date(2023, 3, 1) # 截止时间，可修改\n", "board_code = '881128' # 汽车服务，可修改\n", "bars = await Board.get_bars_in_range(board_code, start, end)\n", "bars[-3:] # 打印后3条数据" ] }, { "cell_type": "markdown", "id": "ebeadb91-4dd4-4fee-abbf-13d3ae6e1ffe", "metadata": {}, "source": [ "## 绘制K线图\n", "\n", "我们可以通过 omicron.plotting.candlestick中的类 Candlestick 来绘制k线图：" ] }, { "cell_type": "code", "execution_count": 39, "id": "2c9c7c7e-855f-47e1-8f38-ae87335e7ce8", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[0.7, 0.15, 0.15]\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "close": [ 1067.23, 1082.51, 1090.92, 1111.16, 1109.46, 1099.8, 1100.6, 1108.18, 1088.3, 1065.5, 1041.49, 1040.36, 1074.7, 1079.79, 1060.06, 1040.61, 1009.8, 1022.42, 1000.52, 993.13, 981.51, 959.32, 969.28, 988.31, 1000.19, 1019.45, 1031.11, 1035.06, 1031.08, 1022.39, 1009.58, 987.51, 996.38, 1008.32, 1020.94, 976.77, 997.94, 1028.22, 1047.52, 1051.75, 1072.04, 1073.76, 1064.36, 1072.13, 1075.19, 1079.5, 1067.79, 1082.17, 1081.12, 1091.05, 1068.59, 1080.15, 1079.4, 1099.12, 1081.22, 1077.6, 1071.7, 1088.92, 1117.63, 1102.26, 1094.21, 1120.37, 1119.34, 1110.06, 1102.04, 1089.96, 1076.37, 1078.8, 1074.42, 1083.37, 1070.57, 1048.57, 1051.34, 1042.4, 1031.56, 1020.98, 1037.09, 1038.65, 1022.85, 1013.3, 1023.96, 1041.4, 1044.65, 1047.42, 1054.55, 1051.12, 1063.06, 1057.07, 1047.49, 1059.57, 1060.87, 1066.37, 1061.58, 1061.36, 1083.83, 1103.04, 1092.67, 1123.75, 1116.51, 1119.52, 1117.39, 1118.66, 1116.63, 1122.66, 1128.27, 1131.03, 1130.92, 1129.2, 1108.02, 1105.75, 1123.51, 1130.44, 1128.75, 1126.63, 1121.17, 1109.53, 1121.02, 1128.13 ], "decreasing": { "fillcolor": "#3DAA70", "line": { "color": "#3DAA70" } }, "high": [ 1080.427001953125, 1083.81103515625, 1091.135986328125, 1112.3380126953125, 1114.14697265625, 1117.490966796875, 1103.2850341796875, 1109.81201171875, 1094.9639892578125, 1092.85205078125, 1065.7509765625, 1050.6190185546875, 1081.22900390625, 1085.4639892578125, 1078.821044921875, 1065.72900390625, 1032.56201171875, 1023.5900268554688, 1023.0070190429688, 1012.8980102539062, 994.489990234375, 984.833984375, 970.5170288085938, 988.676025390625, 1007.0499877929688, 1026.4610595703125, 1031.6209716796875, 1044.0240478515625, 1041.9549560546875, 1034.623046875, 1026.8900146484375, 1021.4299926757812, 1000.4910278320312, 1016.4929809570312, 1029.383056640625, 1014.4110107421875, 1004.3309936523438, 1028.958984375, 1052.9010009765625, 1063.240966796875, 1073.72802734375, 1081.7509765625, 1073.220947265625, 1082.1920166015625, 1083.2259521484375, 1096.9840087890625, 1081.166015625, 1082.16796875, 1092.4119873046875, 1092.6219482421875, 1089.4840087890625, 1083.4029541015625, 1090.5450439453125, 1104.1529541015625, 1094.7110595703125, 1082.906982421875, 1075.7679443359375, 1090.8609619140625, 1125.0849609375, 1128.779052734375, 1102.6280517578125, 1120.3719482421875, 1120.97802734375, 1123.885986328125, 1110.447998046875, 1103.64697265625, 1087.885009765625, 1090.9560546875, 1080.758056640625, 1087.8929443359375, 1083.550048828125, 1075.22802734375, 1055.385986328125, 1052.373046875, 1050.2490234375, 1031.803955078125, 1039.1600341796875, 1039.383056640625, 1033.2740478515625, 1022.135009765625, 1025.197998046875, 1041.509033203125, 1046.614013671875, 1047.5069580078125, 1057.0159912109375, 1055.4599609375, 1066.510009765625, 1062.7449951171875, 1050.053955078125, 1062.5040283203125, 1064.426025390625, 1069.47998046875, 1064.8280029296875, 1062.6009521484375, 1085.9429931640625, 1104.697021484375, 1093.844970703125, 1124.08203125, 1122.9560546875, 1122.8929443359375, 1121.60498046875, 1122.4539794921875, 1123.1910400390625, 1123.9639892578125, 1129.7320556640625, 1132.5970458984375, 1140.6199951171875, 1133.718017578125, 1134.3709716796875, 1116.6409912109375, 1124.18505859375, 1136.0970458984375, 1131.56396484375, 1137.2030029296875, 1127.072021484375, 1124.364013671875, 1121.3380126953125, 1128.22900390625 ], "increasing": { "fillcolor": "rgba(255,255,255,0.9)", "line": { "color": "#FF4136" } }, "line": { "width": 1 }, "low": [ 1066.4739990234375, 1069.3709716796875, 1077.68798828125, 1092.4630126953125, 1100.3380126953125, 1098.93701171875, 1087.9830322265625, 1100.3199462890625, 1080.5849609375, 1059.657958984375, 1041.488037109375, 1032.3280029296875, 1046.29296875, 1051.4449462890625, 1058.4219970703125, 1036.0799560546875, 1008.625, 1003.739990234375, 1000.5230102539062, 988.3820190429688, 981.2639770507812, 955.7659912109375, 952.6589965820312, 952.7230224609375, 981.8690185546875, 1011.1719970703125, 1011.2059936523438, 1031.72802734375, 1026.9560546875, 1011.5490112304688, 1008.7680053710938, 983.8280029296875, 972.875, 996.5070190429688, 1008.77197265625, 975.2219848632812, 977.7730102539062, 1000.5759887695312, 1034.2969970703125, 1043.583984375, 1050.7979736328125, 1063.7449951171875, 1059.23095703125, 1064.5419921875, 1064.85595703125, 1078.791015625, 1061.85400390625, 1063.593994140625, 1075.791015625, 1075.010009765625, 1067.199951171875, 1063.6400146484375, 1071.4090576171875, 1079.0579833984375, 1076.16796875, 1069.718017578125, 1055.5489501953125, 1072.9169921875, 1084.262939453125, 1100.717041015625, 1090.4150390625, 1097.5009765625, 1109.1309814453125, 1106.31005859375, 1099.623046875, 1085.14794921875, 1072.7650146484375, 1075.58203125, 1069.697998046875, 1071.0269775390625, 1067.06201171875, 1045.39697265625, 1041.1839599609375, 1037.6529541015625, 1029.1199951171875, 1013.2249755859375, 1020.302001953125, 1025.4949951171875, 1017.5280151367188, 1012.4849853515625, 1015.1179809570312, 1019.4910278320312, 1035.5870361328125, 1041.032958984375, 1042.239990234375, 1047.2330322265625, 1040.5140380859375, 1053.3470458984375, 1044.385986328125, 1052.8599853515625, 1056.0789794921875, 1059.9520263671875, 1060.3990478515625, 1056.3060302734375, 1070.489990234375, 1094.9110107421875, 1088.2449951171875, 1105.06494140625, 1113.2110595703125, 1107.3809814453125, 1113.364013671875, 1114.697021484375, 1115.0159912109375, 1112.1199951171875, 1119.032958984375, 1124.970947265625, 1126.739013671875, 1124.987060546875, 1100.2659912109375, 1102.6949462890625, 1102.637939453125, 1122.35302734375, 1125.6180419921875, 1120.991943359375, 1114.623046875, 1108.740966796875, 1109.8270263671875, 1116.6199951171875 ], "name": "K线", "open": [ 1077.7030029296875, 1069.3709716796875, 1080.0140380859375, 1093.052978515625, 1108.7110595703125, 1107.3489990234375, 1096.1700439453125, 1101.5150146484375, 1092.93798828125, 1091.406982421875, 1065.7509765625, 1032.7249755859375, 1046.3310546875, 1066.3189697265625, 1070.116943359375, 1060.9560546875, 1032.56201171875, 1010.0189819335938, 1020.677978515625, 1005.791015625, 991.6690063476562, 982.2739868164062, 961.2899780273438, 971.5250244140625, 983.5650024414062, 1011.1719970703125, 1011.2059936523438, 1033.1719970703125, 1029.9739990234375, 1025.2320556640625, 1021.8270263671875, 1012.0800170898438, 989.739013671875, 997.2899780273438, 1009.5960083007812, 1014.4110107421875, 977.7730102539062, 1000.5759887695312, 1034.509033203125, 1043.583984375, 1050.7979736328125, 1067.56298828125, 1072.06103515625, 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", "text/html": [ "

" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from omicron.plotting.candlestick import Candlestick\n", "\n", "cs = Candlestick(bars, height=800)\n", "cs.plot()" ] }, { "cell_type": "markdown", "id": "1bdf1834-1b5f-4b71-9c03-0f5e0fa886a9", "metadata": {}, "source": [ "## 回测\n", "\n", "您可以像omicron.strategy.sma.SMAStrategy策略一样，编写回测并执行（注意，在本环境下运行时，您需要事先补充分钟级数据）" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "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": "3.8.10" } }, "nbformat": 4, "nbformat_minor": 5 }