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Gangsong Leng

Shanghai University

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Publication

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Glasgow Mathematical Journal | 2011

AN EXTENDED LOOMIS–WHITNEY INEQUALITY FOR POSITIVE DOUBLE JOHN BASES

Ai-Jun Li; Guangting Wang; Gangsong Leng

In this paper, we establish an extended Loomis-Whitney inequality for positive double John bases, which generalises Balls result (1). Moreover, a different extension of the Loomis-Whitney inequality is deduced.

Journal of Mathematical Analysis and Applications | 2007

Lp-mixed affine surface area

Weidong Wang; Gangsong Leng

Journal of Mathematical Analysis and Applications | 2005

Brunn-Minkowski inequality for mixed intersection bodies

Chang-jian Zhao; Gangsong Leng

Mathematische Zeitschrift | 2012

Mean width inequalities for isotropic measures

Ai-Jun Li; Gangsong Leng

Journal of Mathematical Analysis and Applications | 2006

On polars of mixed projection bodies

Chang-jian Zhao; Gangsong Leng

Journal of Mathematical Analysis and Applications | 2012

Volume inequalities for Orlicz zonotopes

Guangting Wang; Gangsong Leng; Qingzhong Huang

Journal of Mathematical Analysis and Applications | 2005

BrunnMinkowski inequality for mixed intersection bodies

Chang-jian Zhao; Gangsong Leng

Science China-mathematics | 2005

Isotropic bodies and Bourgain's problem

Binwu He; Gangsong Leng

Journal of Mathematical Analysis and Applications | 2015

The Orlicz mean zonoid operator

Lujun Guo; Gangsong Leng; Changmin Du

Bulletin of The London Mathematical Society | 2014

Affine inequalities for Lp mean zonoids

Dongmeng Xi; Lujun Guo; Gangsong Leng

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Lujun Guo

Henan Normal University

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Ai-Jun Li

New York University

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Chang-jian Zhao

Shanghai University

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Changmin Du

Shanghai University

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Guangting Wang

Shanghai University

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Binwu He

Shanghai University

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Donghua Wu

Shanghai University

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Fenghong Lu

Shanghai University of Electric Power

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Qingzhong Huang

Shanghai University

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Weidong Wang

China Three Gorges University

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