# 因子计算 计算每支股票的平均单笔成交额(成交笔数 / 成交金额),作为反转强度指标。 在最近20日内,选出反转强度指标最高的十日,为强反转组;其值最低的十日,为动量组。 将强反转组的涨跌幅加总,记作M_high;动量组的涨跌幅加总,记作M_low。 理想反转因子:`M = M_high - M_low # 强反转组与动量组的差` 加权平均:`w_avg_M = np.average(涨跌幅, weights=反转强度指标) # 反转强度指标作为权重,加权平均` 回归Beta:`slope_M = np.polyfit(反转强度指标, 涨跌幅, deg=1)[0] # 回归斜率项作为因子` Corr:`corr_M = np.corrcoef(pc_arr, df_arr)[0][1] # 涨跌幅与反转强度指标相关系数,作为因子` # 效果 从五分层图看效果最好的是slope_M 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)
开源证券-理想反转因子 (ky_rebound)
数据描述: 开源证券-理想反转因子
文档
用例
表结构
字段 | 字段类型 | 字段描述 |
M | double | - |
low_M | double | - |
corr_M | double | - |
high_M | double | - |
slope_M | double | - |
date | timestamp[ns] | - |
__PARTITION__ | string | - |
w_avg_M | double | - |
instrument | string | - |
表名ky_rebound
起始时间:
最近更新时间: