%0 Journal Article
%T 一类Q<sub>p</sub>空间及其前对偶空间<br>A Class of Q<sub>p</sub> Spaces and Their Predual Spaces
%A 刘祉瑞
%J Pure Mathematics
%P 954-965
%@ 2160-7605
%D 2021
%I Hans Publishing
%R 10.12677/PM.2021.115109
%X <div style=\"text-align:justify;\">
	本文主要研究了一新Q型空间——Q<sub>γ1</sub><sup>γ2</sup>(？<sup>n</sup>)空间。首先给出了Q<sub>γ1</sub><sup>γ2</sup>(？<sup>n</sup>)空间的定义及若干基本性质，并定义新型帐篷空间，进而得到Q<sub>γ1</sub><sup>γ2</sup>(？<sup>n</sup>)空间的前对偶空间及其原子分解。<br />
In this paper, we introduce a new class of Q type spaces Q<sub>γ1</sub><sup>γ2</sup>(？<sup>n</sup>). We first investigate definition and some basic properties of Q<sub>γ1</sub><sup>γ2</sup>(？<sup>n</sup>), and establish a new type of tent space. Further, we obtain predual space and atomic decomposition of Q<sub>γ1</sub><sup>γ2</sup>(？<sup>n</sup>).
</div>
%K Q<sub>γ1</sub><sup style="margin-left:-6px
%K ">γ2</sup>(&#8477
%K <sup>n</sup>)空间，前对偶空间，原子分解<br>Q<sub>γ1</sub><sup style="margin-left:-6px
%K ">γ2</sup>(&#8477
%K <sup>n</sup>) Space
%K Predual Space
%K Atomic Decomposition
%U http://www.hanspub.org/journal/PaperInformation.aspx?PaperID=42726