Monte-Carlo-based critical values

We provide a Monte-Carlo-based critical values for the following signifiance levels: α′= 0.001, α′= 0.01, α′= 0.05, α′= 0.1 and α′= 0.5. The number of the observations (n) were fixed for each α ′with n = 5 to n= 100 by a increment of 5. For each "n" the correlation between the w-tests (ρwi,wj) were also fixed from ρwi,wj = 0.00 to ρwi,wj = 1.00, by increment of 0.1, considering also taking into account the correlation ρwi,wj = 0.999. For each combination of α′,"n" and ρwi,wj, m= 5,000,000 Monte Carlo experiments were run.本数据集提供基于蒙特卡洛（Monte-Carlo）方法得到的下述显著性水平对应的临界值：α′=0.001、α′=0.01、α′=0.05、α′=0.1及α′=0.5。针对每个显著性水平α′，观测样本量n固定为5至100，步长为5。针对每个样本量n，w检验间的相关系数（ρ_{w_i,w_j}）同样设置为从0.00到1.00的序列，步长为0.1，同时额外纳入相关系数为0.999的情形。针对α′、n与ρ_{w_i,w_j}的每一组组合，均开展了500万次蒙特卡洛实验。