“…3) Aggregation and Anomaly Decision: Once the normalized anomaly metric n t i,j is output by the normalization module for all algorithms, j, for a particular subset S i , the aggregation module uses the aggregation function G to determine the final aggregated anomaly metric g t i across all a algorithms for subset i at time t. Some of the functions explored were arithmetic mean, geometric mean, median, minimum, and maximum. Evangelista et al [19] proposed the average of mean and minimum as an aggregation function. However, for our purpose, the average of mean and maximum has proven to be most effective:…”