“…Therefore, measuring the similarity distance among cases is important [41,54,56]. Various distance measurement methods are available, such as the Euclidean distance, Mahalanobis distance, Manhattan distance, arithmetic summation, fractional function, Minkowski distance, Cosine distance, and Jaccard distance [40,46,64]. The Mahalanobis distance refers to a distance between two points in multivariate space, which is widely adopted in the cluster and classification analysis [40,65] because the distance can consider correlated relationships among attributes.…”