摘要
在本文中,我们首先考虑有限维赋范线性空间中的正交基在lp空间与Birkhoff正交的相关联系,其次考虑等距反射向量和L2被加项向量在具体的lp空间中的联系以及当扩展到Hilbert空间中的一些性质变化。
In this paper, we first consider the relationship between the orthogonal basis in the finite-dimensional normed linear space and the Birkhoff orthogonality in the lp space, and then consider the relationship between the isometric reflection vector and L2-summand vectors in the specific lp space and some property changes when it is extended to Hilbert space.
出处
《应用数学进展》
2020年第11期1887-1892,共6页
Advances in Applied Mathematics
