linear normed spaces 线性赋范空间
normed linear spaces 赋范线性空间
sub-normed linear spaces 次范整线性空间
random normed linear spaces 随机赋范线性空间
probabilistic normed linear spaces 概率线性赋范空间
real separable normed linear spaces 实赋范线性空间
sub-normed Z-linear spaces 次范整线性空间
In this paper we have discussed the characterizations of inner product Spaces by using several different concepts of orthogonality in normed linear Spaces which have been given by various authors.
本文讨论了利用线性赋范空间中已知的几种正交性概念来给出内积空间的某些特征。
Mathematical Methods: Linear Algebra, Normed Spaces, Distributions, Integration.
数学方法：线性代数，赋范空间，分布，积分。
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