这道题可以解释一下吗

问题如下：

According to extreme value theory (EVT), when examining distributions of losses exceeding a threshold value, which of the following is correct?

选项：

A.To apply EVT, the underlying loss distribution must be either normal or lognormal.

B.The threshold value is typically chosen near the estimated mean of the underlying loss distribution.

C.The number of exceedances decreases as the threshold value decreases, which causes the reliability of the parameter estimates to increase.

D.As the threshold value is increased, the distribution of exceedances converges to a generalized Pareto distribution.

解释：

A key foundation of EVT is than as the threshold value is increased, the distribution of loss exceedances converges to a generalized Pareto distribution. Assuming the threshold is high enough, excess losses can be modeled using the Generalized Pareto distribution. To apply EVT, the underlying loss distribution can be any of the commonly used distributions: normal, lognormal, t, etc., and will usually be unknown. Choosing the threshold value near the estimated mean of the underlying loss distribution is arbitrary and this method is not typically employed. As the threshold value is decreased, the number of exceedances increases.