Ｓｏｕｓｌｉｎ集是比Ｂｏｒｅｌ集更为广泛的一种集合，研究了Ｓｏｕｓｌｉｎ集关于Ｓ维Ｈａｕｓｄｏｒｆｆ测度的正则性，得出了Ｓｏｕｓｌｉｎ集正则的充分条件。
The Souslin sets are the sets more widely than Borel sets. We investigate the density regularity properties of Souslin sets for Hausdorff S -dimensional measure , and give some sufficient conditions for the regularity properties of Souslin sets .
周利彪.作为S—集的Souslin集的正则性[J].湖南大学学报：自然科学版,1997,24(3):
