SINGULAR MOSER-TRUDINGER INEQUALITY WITH THE EXACT GROWTH CONDITION IN R-n

Liu Zhao; Chen Lu

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SINGULAR MOSER-TRUDINGER INEQUALITY WITH THE EXACT GROWTH CONDITION IN R-n

机译：奇异的Moser-Trudinger不等式，R-N中的确切生长条件

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摘要

In this paper, we establish the singular Moser-Trudinger inequality with exact growth condition. We prove that there exists a positive constant C-n such that

机译：在本文中，我们用精确的生长条件建立了奇异的Moser-Trudinger不等式。我们证明存在正常的C-N

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来源
《Mathematical inequalities & applications》 |2017年第3期|共10页
作者
Liu Zhao; Chen Lu;
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作者单位

Jiangxi Sci &

Technol Normal Univ Sch Math &

Comp Sci Nanchang 330038 Jiangxi Peoples R China;

Beijing Normal Univ Sch Math Sci Beijing 100875 Peoples R China;

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原文格式 PDF
正文语种 eng
中图分类数学;
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专利

1. SINGULAR MOSER-TRUDINGER INEQUALITY WITH THE EXACT GROWTH CONDITION IN R-n [J] . Liu Zhao, Chen Lu Mathematical inequalities & applications . 2017,第3期

机译：奇异的Moser-Trudinger不等式，R-N中的确切生长条件
2. Sharp Moser-Trudinger Inequalities on Hyperbolic Spaces with Exact Growth Condition [J] . Lu Guozhen, Tang Hanli The Journal of geometric analysis . 2016,第2期

机译：具有精确增长条件的双曲空间上的尖锐Moser-Trudinger不等式
3. Trudinger-Moser Inequalities with the Exact Growth Condition in R-N and Applications [J] . Masmoudi Nader, Sani Federica Communications in Partial Differential Equations . 2015,第7a9期

机译：R-N中具有精确生长条件的Trudinger-Moser不等式及其应用
4. New results on discrete-time bounded real lemma for singular systems: strict matrix inequality conditions [C] . Gaomin Zhang, Yingmin Jia . 2002

机译：奇异系统离散时间有界实引理的新结果：严格的矩阵不等式条件
5. Strong wave interactions, exact solutions and singularity formations for the compressible Euler equations. [D] . Chen, Geng. 2010

机译：可压缩的欧拉方程的强波相互作用，精确解和奇异性形成。
6. Singular Moser-Trudinger inequality with the exact growth condition on hyperbolic space [O] . Zhao Liu, Lu Chen -1

机译：具有双曲空间上精确增长条件的奇异Moser-Trudinger不等式
7. Singular Moser-Trudinger inequality with the exact growth condition on hyperbolic space [O] . Zhao Liu, Lu Chen 2017

机译：奇异moser-Trudinger不等式与双曲空间上的精确生长条件

SINGULAR MOSER-TRUDINGER INEQUALITY WITH THE EXACT GROWTH CONDITION IN R-n

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