Combines multiple p-values using the Aggregated Cauchy Association Test (ACAT). This method is robust and maintains correct type I error even with correlated p-values.
Details
ACAT transforms p-values using the Cauchy distribution and combines them: $$T = \sum_i w_i \tan(\pi(0.5 - p_i))$$
The combined p-value is then computed from the Cauchy distribution.
This method has several advantages:
Valid even when p-values are correlated
Computationally simple
Handles edge cases (p = 0 or 1) gracefully