group

research topics

  • inverse problems and Bayesian inference

  • risk analysis and rare events simulation

  • statistical computing and Monte Carlo methods

  • scientific machine learning

  • data assimilation


current members

Ph.D students

  • Robert Millar (2020-present)

  • Jingye Li (2022-present)


alumni

  • Hongqiao Wang (Ph.D in Mathematics, SJTU, 2014-2018)
    Current placement: Central South University
    Dissertation: Application of Gaussian Process regression to Uncertainty Quantification

  • Qingping Zhou (Ph.D in Mathematics, SJTU, 2015-2019)
    Current placement: Central South University
    Dissertation: Bayesian inference and Uncertainty Quantification for Medical Image Reconstruction

  • Tengchao Yu (Ph.D in Statistics, SJTU, 2016-2021)
    Current placement: Institute of Applied Physics and Computational Mathematics
    Dissertation: On some Monte Carlo sampling methods in uncertainty quantification

  • Xin Cai (Ph.D in Statistics, SJTU, 2015-2021)
    Current placement: Shanghai Lixin University of Accounting and Finance
    Dissertation: Supervised dimension reduction and its applications in uncertainty quantification

  • Linjie Wen (Ph.D in Statistics, SJTU, 2016-2021)
    Current placement: Peking University
    Dissertation: Filtering algorithms in nonlinear dynamical systems

  • Jiangqi Wu (Ph.D in Statistics, SJTU, 2016-2021)
    Current placement: Shanghai Nuclear Power Operation Research Institute
    Dissertation: Sampling methods for sequential Bayesian inference

  • Junda Xiong (Ph.D in Mathematics, SJTU, 2016-2021)
    Current placement: Shanghai Luoshu Investments
    Dissertation: Gaussian Process regression for high dimensional uncertainty quantification problems

  • Chen Cheng (Ph.D in Statistics, SJTU, 2018-2023)
    Current placement: University of Michigan
    Dissertation: Data-driven methods for crowd dynamics modelling

  • Ziqiao Ao (Ph.D in Statistics, UoB, 2019-2024)
    Current placement: Huawei Technologies
    Dissertation: Entropy Estimation and Optimization with Machine Learning and their Applications in Bayesian Experimental Design