eTP8c1HW3EfeP5RLp2l6/A==;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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