%0 Journal Article
%T 极小模原理的一类三阶全对称张量不等式应用<br>Application of the Minimal Normal Tensors to a Class of Third-Order Fully Symmetric Tensor Inequalities
%A 段德园
%A 龚一帆
%J Pure Mathematics
%P 649-654
%@ 2160-7605
%D 2024
%I Hans Publishing
%R 10.12677/PM.2024.142064
%X 本文研究了共形形式Φ消失的三阶全对称张量A<sub>i,j,k</sub>的极小模张量，我们利用极小模的非负性证明了不等式<img src=\"Edit_57189f81-d580-485f-a352-72f7cbd8137a.png\" alt=\"\" />。<br />
In this paper, we study the minimal norm tensors of the third order full symmetry tensors A<sub>i,j,k</sub>, with vanishes from the conformal form Φ. We prove the inequality<img src=\"Edit_f3b5f8ac-22ee-4b3d-bfbb-053c5d629a45.png\" alt=\"\" /> by using the non-negativity of the minimal norm.
%K 极小模原理，子流形，Blaschke张量，共形形式<br>Minimal Norm Tensors
%K Submanifolds
%K Blaschke Tensors
%K Conformal Form
%U http://www.hanspub.org/journal/PaperInformation.aspx?PaperID=81736