AJ8IPAgNVCMPJa+hkrktMA==;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;^
- 摘要
- 因子表达式与逻辑
- 回测参数说明
- 准备数据
- 计算 realized_skew 和 down_proportion 因子
- realized_skew 和 down_proportion 因子回测结果
- 计算非线性变换后的因子 realized_skew_abs_demean 和 down_proportion_abs_demean
- realized_skew_abs_demean 和 down_proportion_abs_demean 因子回测结果
- 因子回测结果解读
- 基于日内极端低收益率出现频率的新因子 exRtn_minFre
- exRtn_minFre 因子回测结果
- 三个因子的相关性
- 所有多空对冲组合的回测绩效指标
- 总结与讨论