邹都
发布时间:2015-10-13 发布者:系统管理员 浏览次数:
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| | | bat365官方亚洲版黄家湖校区bat365官方亚洲版数学系
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| 《Mathematical Review》评论员(No. 108744)
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| 2001.9-2005.6 bat365官方亚洲版信息与计算科学专业,获理学学士。
2005.9-2008.1 bat365官方亚洲版应用数学专业,获理学硕士。
2008.7-2012.6 河南平顶山学院数学系任教。
2012.9-2015.6 上海大学基础数学专业,获理学博士。
2015.7至今 bat365官方亚洲版(中国)有限公司任教。
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| 1. 国家自然科学基金(NSFC No. 11471206), 对偶的Orlicz Brunn-Minkowski理论及应用, 参与人(排名第二)
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| 1. Orlicz-John ellipsoids, Advances in Mathematics, 265 (2014), 132-168. (with Xiong Ge)
2. The minimal Orlicz surface area, Advances in Applied Mathematics, 61 (2014), 25-45. (with Xiong G.)
3. Orlicz mixed quermassintegrals, Dedicated to Professor Ren De-lin on the Occasion of his 80th Birthday, Science China Mathematics, 57 (2014), 2549-2562. (with Xiong G.)
4. Orlicz mixed affine quermassintegrals, Science China Mathematics, (2015) (corresponding author, with Li Deyi and
5. Orlicz-Legendre ellipsoids, Journal of Geometric Analysis, in press. (with Xiong G.)
6. Convex bodies containing their Orlicz-John ellipsoids, submitted. (with Xiong G.)
7. A unified treatment for Lp Brunn-Minkowski type inequalities, submitted. (with Xiong G.)
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