HLjJsWnAnpLs1Ekpzdz6OQ==;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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