In this note, we numerically estimate Colding-Minicozzi entropies of some self-shrinkers and get that Colding-Minicozzi entropies of $n$-dimensional Angenent torus are decreasing about dimension $n$ ($2\leq n\leq 5*10^7$), which partially answer the questions of Berchenko-Kogan \cite{BK}.

翻译：在本文中，我们对某些自收缩子的Colding-Minicozzi熵进行数值估计，并得出$n$维Angenent环面的Colding-Minicozzi熵随维数$n$（$2\leq n\leq 5*10^7$）递减，这部分回答了Berchenko-Kogan \cite{BK}提出的问题。