Arithmetic-Geometric Mean and Related Submajorisation and Norm Inequalities for tau-Measurable Operators: Part II

Dodds P. G.; Dodds T. K.; Sukochev F. A.; Zanin D.

首页> 外文期刊>Integral equations and operator theory >Arithmetic-Geometric Mean and Related Submajorisation and Norm Inequalities for tau-Measurable Operators: Part II

【24h】

Arithmetic-Geometric Mean and Related Submajorisation and Norm Inequalities for tau-Measurable Operators: Part II

机译：TAU可衡量运营商的算术几何平均值及相关子造阶段和规范不平等：第二部分

获取原文

获取外文期刊封面目录资料

开具论文收录证明 >>

文献代查 >>

文献数据库（团队版） >>

页面导航

摘要
著录项
引文网络
相似文献
相关主题

摘要

The paper establishes arithmetic-geometric mean and related submajorisation and norm inequalities for tau-measurable operators affiliated with a semi-finite von Neumann algebra acting in a separable Hilbert space as an application of the theory of double operator integration.

机译：本文建立了算术 - 几何平均值及相关的子女均等，以及在可分离的希尔伯特空间中的半有限von neumann代数，作为双重运营商集成理论的应用。

著录项

来源
《Integral equations and operator theory》 |2020年第4期|共60页
作者
Dodds P. G.; Dodds T. K.; Sukochev F. A.; Zanin D.;
展开▼
作者单位

Flinders Univ S Australia Sch CSEM GPO Box 2100 Adelaide SA 5001 Australia;

Flinders Univ S Australia Sch CSEM GPO Box 2100 Adelaide SA 5001 Australia;

UNSW Sch Math &

Stat Kensington NSW 2052 Australia;

UNSW Sch Math &

Stat Kensington NSW 2052 Australia;

展开▼
收录信息
原文格式 PDF
正文语种 eng
中图分类微分方程、积分方程;
关键词
Measurable operators; Submajorisation; Double operator integration;

机译：可衡量的运算符;子结构;双重操作员集成;

相似文献

外文文献
专利

1. Arithmetic-Geometric Mean and Related Submajorisation and Norm Inequalities for tau-Measurable Operators: Part II [J] . Dodds P. G., Dodds T. K., Sukochev F. A., Integral equations and operator theory . 2020,第4期

机译：TAU可衡量运营商的算术几何平均值及相关子造阶段和规范不平等：第二部分
2. Submajorization and p-norm inequalities associated with tau-measurable operators [J] . Han Yazhou Linear & Multilinear Algebra: An International Journal Publishing Articles, Reviews and Problems . 2017,第10a12期

机译：与TAU可衡量的运营商相关的子结构和P-Norm不等式
3. Submajorisation inequalities for convex and concave functions of sums of measurable operators [J] . Peter G. Dodds, Fyodor A. Sukochev Positivity . 2009,第1期

机译：可测算子之和的凸函数和凹函数的次主要化不等式
4. Comparison of Harmonic and Arithmetic-Geometric Mean inequality for performance analysis of relay networks [C] . Muhammad I Khalil, Stevan M. Berber, Kevin W. Sowerby International Conference on Information and Communication Systems . 2017

机译：中继网络性能分析的谐波和算术几何平均不等式的比较
5. Weighted norm inequalities for Calderon--Zygmund operators. [D] . Reznikov, Aleksandr B. 2014

机译：Calderon-Zygmund算子的加权范数不等式。
6. Weighted norm inequalities for Toeplitz type operators associated to generalized Calderón–Zygmund operators [O] . Yongli Tang, Tao Ban -1

机译：与广义Calderón–Zygmund算子相关的Toeplitz型算子的加权范数不等式
7. SOME OPERATOR INEQUALITIES FOR tau-MEASURABLE OPERATORS [O] . G.E. Berikhanova, O.M. Zholymbaev, A.A. Anyarov 2016

机译：TAU可衡量运营商的一些操作员不等式
8. Some Weighted Norm Inequalities for a Certain Class of Integral Operators. [R] . Imoru, C. O. 1987

机译：一类积分算子的一些加权范数不等式。

Arithmetic-Geometric Mean and Related Submajorisation and Norm Inequalities for tau-Measurable Operators: Part II

摘要

著录项

引文网络

相似文献

相关主题

期刊订阅