基于一般子集系统Z,引入了拟Z-连续Domain基的概念,讨论了拟Z-连续Domain基的一些映射性质,将关于拟连续偏序集的一些性质推广到了拟Z-连续Domain.
For a general subset system,the basis of quasi continuous Domain is defined and its properties in mapping forms are given.Furthermore, some parts of quasi-continuous poset is carried to quasi continuous Domains.