Optimal transport

    • W.C. Li, P. Yin, S. Osher, "Computations of optimal transport distance with Fisher information regularization", submitted, 2017.[pdf]
    • W.C. Li, E. Ryu, S. Osher, W. Yin, W. Gangbo, " A Parallel Method for Earth's Movers Distance", submitted, 2017. [pdf]
    • W.C. Li, P. Yin, S. Osher, "A Fast Algorithm for Unbalanced L1 Monge-Kantorovich Problem", submitted, 2016. [pdf]
    • S.N. Chow, L. Dieci, W.C. Li, H.M. Zhou, "Entropy disspiation semi schemes for Fokker-Planck equations", submitted, 2016. [pdf]
    • S.N. Chow, W.C. Li, H.M. Zhou, "Nonlinear Fokker-Planck equations on finite graphs and their asymptotic properties", submitted, 2017. [pdf]

    Game theory

    • S.N. Chow, W.C. Li, J. Lu, H.M. Zhou, "Game theory and Discrete optimal transport", submitted, 2017. [pdf]
    • S.N. Chow, W.C. Li, J. Lu, H.M. Zhou, "Population games and Discerete optimal transport", submitted, 2017. [pdf]

    Optimal control with constraints

    • W.C. Li, M. Egerstedt, S.N. Chow, J. Lu and H.M. Zhou, "Method of evolving junctions: A new approach for the optimal path-planning in a dynamic environment", to appear in International Journal of Robotics Research, 2017. [pdf ]
    • S.N. Chow, W.C. Li, J. Lu and H.M. Zhou, "Method of evolving junctions: A new approach to optimal control with constraints", Automatica, 2017. [ pdf]
    • S.N. Chow, W.C. Li and H.M. Zhou, "A Newton-like algorithm for the shortest path based on the method of evolving junctions", Communications in Mathematical Sciences, 2016. [pdf]

    Stochastic differential equations

    • L. Dieci, W.C.Li and H.M. Zhou, "A new model for realistic random perturbations of stochastic oscillators", Journal of differential equations, 2016. [pdf]
    • Wuchen Li, "A study of stochastic differential equations and Fokker-Planck equations with applications", Phd thesis, 2016. [pdf]