A MONOTONE OPERATOR FUNCTION VIA FURUTA-TYPE INEQUALITY WITH NEGATIVE POWERS

Changsen Yang; Hongliang Zuo

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A MONOTONE OPERATOR FUNCTION VIA FURUTA-TYPE INEQUALITY WITH NEGATIVE POWERS

机译：具有负幂的古拉型不等式的单调算子功能

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摘要

We strengthen a recent monotonicity theorem on an operator inequality with negative powers, and this is clone by using means of positive operators.

机译：我们用负幂加强了关于算子不等式的最新单调性定理，这是通过使用正算子进行克隆的。

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来源
《Mathematical inequalities & applications》 |2003年第2期|共6页
作者
Changsen Yang; Hongliang Zuo;
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原文格式 PDF
正文语种 eng
中图分类数学;
关键词
operator; positive operator; Furuta-typc inequalities with negative powers;

机译：算子;正算子;负幂的古尔塔型不等式;

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专利

1. A MONOTONE OPERATOR FUNCTION VIA FURUTA-TYPE INEQUALITY WITH NEGATIVE POWERS [J] . Changsen Yang, Hongliang Zuo Mathematical inequalities & applications . 2003,第2期

机译：具有负幂的古拉型不等式的单调算子功能
2. Bounds for a class of quasilinear integral operators on the set of non-negative and non-negative monotone functions [J] . Kalybay A. A., Oinarov R. Izvestiya. Mathematics . 2019,第2期

机译：一类非负和非负单调函数上一类Quasilinear Intional Operator的界限
3. Inequalities for generalized derivations of operator monotone functions in norm ideals of compact operators (vol 586, pg 43, 2020) [J] . Linear Algebra and its Applications . 2020,第期

机译：操作员单调函数的广义推导中的不平等，在紧凑型操作员的标准理想中（Vol 586，PG 43,2020）
4. Splitting Algorithm for Solving Mixed Variational Inequalities with Inversely Strongly Monotone Operators [C] . Ildar Badriev, Oleg Zadvornov International Conference on Matrix Methods and Operator Equations . 2010

机译：用反变分别不平等的分裂算法与反向强单调的操作员
5. Topological Degree and Variational Inequality Theories for Pseudomonotone Perturbations of Maximal Monotone Operators. [D] . Asfaw, Teffera M. 2013

机译：极大单调算子的伪单调摄动的拓扑度和变分不等式理论。
6. Two variables functionals and inequalities related to measurable operators [O] . Jingjing Shao -1

机译：与可测算子有关的两个变量泛函和不等式
7. AN OPERATOR INEQUALITY FOR OPERATOR MONOTONE FUNCTIONS (Operator monotone functions and related topics) [O] . Fujii Masatoshi, Kim Young Ok, Nakamoto Ritsuo 2014

机译：算子单调函数的算子不等式（算子单调函数和相关主题）

A MONOTONE OPERATOR FUNCTION VIA FURUTA-TYPE INEQUALITY WITH NEGATIVE POWERS

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