摘要
首先定义了素数和素数基数列,定义了有洞空间和无洞空间,然后讨论了有洞的充要条件;讨论了素数和素数基的有关性质:命题3.2、命题3.3;讨论了有洞和无洞之间的关系,得到了命题4.3、定理4.5、定理4.7.
First of all, we defined the prime bases and the prime bases sequences, and defined the cavity space and the void space, and then we discussed the necessary and sufficient conditions of the cavity space, and discussed the related properties of the prime number and prime bases： proposition 3.2, proposition 3.3 discussed the relation between the cavity space and the void space. Lastly, we obtained the proposition 4.5, theorem 4.5 and theorem 4.8.
出处
《伊犁师范学院学报（自然科学版）》
2017年第2期1-14,共14页
Journal of Yili Normal University：Natural Science Edition
关键词
素数基
有洞空间
无洞空间
prime bases
the cavity space
the void space.
