陈世炳
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·Paper Publications
- [1] 陈世炳,Liu, Jiakun,Wang, Xu-Jia.Global regularity for the Monge-Ampère equation with natural boundary condition.Ann. of Math.,2021,194(3):
- [2] 陈世炳,Huang, Yong,Li, Qirui,Liu, Jiakun.The L_p-Brunn-Minkowski inequality for p<1.Adv. Math. 368 (2020), 107166,,2020,368107166.
- [3] chenshibing,Jiakun Liu,Xu-Jia Wang.Global regularity of optimal mappings in non-convex domains.SCIENCE CHINA-MATHEMATICS,2019,62(11):2057-2072.
- [4] 陈世炳,Li, Qirui,Zhu, Guangxian.The logarithmic Minkowski problem for non symmetric measures.Trans. Amer. Math. Soc.,2019,3712623-2641.
- [5] 陈世炳,Figalli, Alessio.Partial W^(2,p) regularity for optimal transport maps.J. Funct. Anal,2017,272(11):4588-4605..
- [6] 陈世炳,Figalli, Alessio.Stability results on the smoothness of optimal transport maps with general costs.J. Math. Pures Appl.,2016,106(2):280-295.
- [7] 陈世炳,Wang, Xu-Jia.Strict convexity and C^(1,α) regularity of potential functions in optimal transportation under condition A3W.J. Differential Equations,2016,2601954-1974..
- [8] Shibing Chen,Jiakun Liu,Xu-Jia Wang.C2,α regularity of free boundaries in optimal transportation.Accepted by Communications on Pure and Applied Mathematics,
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