"description":"A traditional factor based on 20-day average turnover rate, adjusted for market capitalization, which is further improved by applying the information distribution theory.",
"gt_code":"import pandas as pd\n\ndata_f = pd.read_hdf('daily_f.h5')\n\ndata = data_f.reset_index()\nwindow_size = 20\n\nnominator=data.groupby('instrument')[['TurnoverRate_30D']].rolling(window=window_size).mean().reset_index(0, drop=True)\n# transfer to series\nnew=nominator['TurnoverRate_30D']\ndata['Turnover_Rate_Factor']=new/data['TradableACapital']\n\n# set the datetime and instrument as index and drop the original index\nresult=pd.DataFrame(data['Turnover_Rate_Factor']).set_index(data_f.index)\n\n# transfer the result to series\nresult=result['Turnover_Rate_Factor']\nresult.to_hdf(\"result.h5\", key=\"data\")"
"description":"Constructed using the ranking difference between PB and ROE, with PB and ROE replacing original PB and ROE to obtain reconstructed factor values.",
"gt_code":"#!/usr/bin/env python\n\nimport pandas as pd\n\ndata_f = pd.read_hdf('daily_f.h5')\n\ndata = data_f.reset_index()\n\n# Calculate the rank of PB and ROE\ndata['PB_rank'] = data.groupby('datetime')['B/P'].rank()\ndata['ROE_rank'] = data.groupby('datetime')['ROE'].rank()\n\n# Calculate the difference between the ranks\ndata['PB_ROE'] = data['PB_rank'] - data['ROE_rank']\n\n# set the datetime and instrument as index and drop the original index\nresult=pd.DataFrame(data['PB_ROE']).set_index(data_f.index)\n\n# transfer the result to series\nresult=result['PB_ROE']\nresult.to_hdf(\"result.h5\", key=\"data\")"