摘要
本文主要介绍了一类特殊的子空间,这类子空间对空间的同构和对角化证明有一定的帮助。并对其进行命名,根据空间、子空间等性质推导出这类子空间的简单性质,并进一步研究了这类子空间的存在性,给出存在的充要条件。
This paper mainly introduces a kind of special subspace, this paper gives some examples to have proved that this kind of subspace does have help to spatial isomorphism and diagonalization, and naming it, according to the characteristics of space and sub- space to deduce its simple nature, and makes further research on the existence for this kind of subspace and provides the necessary and sufficient elements.
出处
《内蒙古农业大学学报（自然科学版）》
CAS
北大核心
2014年第1期182-188,共7页
Journal of Inner Mongolia Agricultural University(Natural Science Edition)
关键词
特殊子空间
子空间
证明
迁移
Special subspace
subspace
prove
migration
