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Jianfeng Zhang

Affiliations: 
Applied Mathematics University of Southern California, Los Angeles, CA, United States 
Area:
Applied Mathematics, Finance
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"Jianfeng Zhang"
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Parents

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Kirk R. Smith post-doc UC Berkeley (Epi Tree)

Children

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Jose M. Villalobos grad student 2007 USC
Harun Aydilek grad student 2008 USC
Yuegang Zhou grad student 2008 USC
Jie Du grad student 2012 USC
Triet M. Pham grad student 2013 USC
Ibrahim Ekren grad student 2014 USC
Jia Zhuo grad student 2014 USC

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Publications

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Possamaï D, Touzi N, Zhang J. (2020) Zero-sum path-dependent stochastic differential games in weak formulation Annals of Applied Probability. 30: 1415-1457
Wu C, Zhang J. (2020) Viscosity solutions to parabolic master equations and McKean–Vlasov SDEs with closed-loop controls Annals of Applied Probability. 30: 936-986
Ren Z, Touzi N, Zhang J. (2020) Comparison of viscosity solutions of semi-linear path-dependent PDEs Siam Journal On Control and Optimization. 58: 277-302
Li XC, Zhu D, Chen X, et al. (2019) Proximal Tubule-Specific Deletion of the NHE3 (Na/H Exchanger 3) in the Kidney Attenuates Ang II (Angiotensin II)-Induced Hypertension in Mice. Hypertension (Dallas, Tex. : 1979). HYPERTENSIONAHA11913
Li XC, Zheng X, Chen X, et al. (2019) The genetic and genomic evidence for an important role of the Na/H exchanger 3 in the blood pressure regulation and angiotensin II-induced hypertension. Physiological Genomics
Li XC, Soleimani M, Zhu D, et al. (2018) Proximal Tubule-Specific Deletion of the NHE3 (Na/H Exchanger 3) Promotes the Pressure-Natriuresis Response and Lowers Blood Pressure in Mice. Hypertension (Dallas, Tex. : 1979). 72: 1328-1336
Wang H, Zhang J. (2018) Forward backward SDEs in weak formulation Mathematical Control and Related Fields. 8: 1021-1049
Li XC, Zhang J, Zhuo JL. (2017) The vasoprotective axes of the renin-angiotensin system: physiological relevance and therapeutic implications in cardiovascular, hypertensive and kidney diseases. Pharmacological Research
Diehl J, Zhang J. (2017) Backward stochastic differential equations with Young drift Probability, Uncertainty and Quantitative Risk. 2
Ren Z, Touzi N, Zhang J. (2017) Comparison of Viscosity Solutions of Fully Nonlinear Degenerate Parabolic Path-Dependent PDEs Siam Journal On Mathematical Analysis. 49: 4093-4116
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