段金橋，中國應用數學家，大學教授。特別專長於隨機動力系統，非線性動力系統與隨機偏微分方程及其在資料科學，生物物理和地球物理系統中的應用。他在隨機動力系統不變流形理論、有效約化與逼近方法，OnsagerMachlup 作用泛函理論和亞穩態之間的遷移規律，非高斯噪聲與非區域性偏微分方程， 非區域性 KramersMoyal 公式，非高斯噪聲的動態影響與非高斯資料同化（data assimilation）等領域做出重要貢獻，並應用於一些生物物理和地球物理系統。最近，他也在進行隨機動力系統與資料科學的交叉研究，並提出非區域性 KramersMoyal 公式用於從資料中提取隨機控制律。他還在從事隨機 HamiltonContact 系統與隨機幾何力學，量子開放系統與隨機動力系統的交叉研究。 他曾任美國國家純粹與應用數學研究所副所長（掛靠在加州大學洛杉磯分校），曾任美國國家基金委一個數據科學研究所輪值所長與分所長，還曾被聘為美國密蘇里科技大學冠名 Gary Havener 系主任。 他本科畢業於武漢大學計算數學專業， 碩士畢業於中國科學院（數學物理研究方向），又碩士畢業於馬薩諸塞大學阿默斯特分校，博士畢業於康奈爾大學應用數學中心（動力系統研究領域，導師菲利普霍爾姆斯）。他隨後在加州理工學院跟隨 Stephen Wiggins 做博士後與 Instructor。 他先後在加州理工學院、克萊門森大學、加州大學洛杉磯分校和伊利諾理工學院任教。 現任大灣區大學講席教授兼理學院執行院長。 科學貢獻 段金橋教授的研究領域包括隨機動力系統與非線性動力系統理論、計算和模擬，以及數學與其它學科的交叉研究 地球與環境、生命科學等有關的隨機現象與複雜現象。段金橋教授在非高斯隨機動力系統，隨機偏微分方程齊性化及其相關應用研究領域作出了重要貢獻， 並獲得多項科研基金和科研獎勵。 他現任 Stochastics and Dynamics 隨機動力系統 雜誌管理編輯。 他還任 Interdisciplinary Mathematical Sciences 跨學科應用數學叢書 主編， 以及 Nonlinear Processes in Geophysics 編委。 部分出版 Jinqiao Duan Kening Lu Björn Schmalfuss Invariant manifolds for stochastic partial differential equations The Annals of Probability Ann Probab 31 4 21092135 October 2003 D Schertzer and M Larchevêque J Duan V V Yanovsky S Lovejoy Fractional FokkerPlanck equation for nonlinear stochastic differential equations driven by nonGaussian Lévy stable noises J Math Phys 42 200212 2001 httpsdoiorg10106311318734 Yang Li Jinqiao Duan A datadriven approach for discovering stochastic dynamical systems with nonGaussian Lévy noise Physica D Nonlinear Phenomena Volume 417 2021 132830 ISSN 01672789 httpsdoiorg101016jphysd2020132830 Yubin Lu Yang Li and Jinqiao Duan Extracting stochastic governing laws by nonlocal KramersMoyal formulae Phil Trans R Soc A380 20210195 20210195 httpdoiorg101098rsta20210195 Wei Wei Ting Gao Xiaoli Chen and Jinqiao Duan An optimal control method to compute the most likely transition path for stochastic dynamical systems with jumps Chaos 32 051102 2022 httpsdoiorg1010635009392 Jianyu Hu Dongfang Li Jinqiao Duan and Xiaoli Chen Datadriven method to learn the most probable transition pathway and stochastic differential equations Physica D 2023 httpsdoiorg101016jphysd2022133559 Jintao Wang Desheng Li Jinqiao Duan Compactly generated shape index theory and its application to a retarded nonautonomous parabolic equation Topological Methods in Nonlinear Analysis Volume 59 No 1 2022 133 DOI 1012775TMNA2021031 Y Li and J Duan Extracting Governing Laws from Sample Path Data of NonGaussian Stochastic Dynamical Systems Journal of Statistical Physics 2022 18630 Dandan Li Jinqiao Duan Li Lin and Ao Zhang Bohmian trajectories of the timeoscillating Schringer equations Chaos 31 101101 2021 httpsdoiorg10106350067645 Huang Yuanfei Chao Ying Wei Wei and Duan Jinqiao Estimating the Most Probable Transition Time for Stochastic Dynamical Systems Nonlinearity 2021 vol 34 4543 Qi Zhang and J Duan Linear Response Theory for Nonlinear Stochastic Differential Equations with αstable Lévy Noises Journal of Statistical Physics 182 32 2021 Xiaoli Chen Jinqiao Duan and George Em Karniadakis Learning and MetaLearning of Stochastic AdvectionDiffusionReaction Systems from Sparse Measurements European J Appl Math 15 June 2020 doi101017S0956792520000169 A Zhang and J Duan Effective Wave Factorization for a Stochastic Schrödinger Equation Physica D Volume 411 October 2020 132573 httpsdoiorg101016jphysd2020132573 Yayun Zheng Fang Yang Jinqiao Duan Xu Sun Ling Fu and Jürgen Kurths The maximum likelihood climate change for global warming under the influence of greenhouse effect and Lévy noise Chaos 30 013132 2020 httpsdoiorg10106315129003 Fang Yang Yayun Zheng Jinqiao Duan Ling Fu and Stephen Wiggins The tipping times in an Arctic sea ice system under influence of extreme events Chaos 30 063125 2020 Ying Chao and Jinqiao Duan The OnsagerMachlup function as Lagrangian for the most probable path of a jumpdiffusion process Nonlinearity 32 2019 3715 3741 S Yuan and J Duan Action Functionals for Stochastic Differential Equations with Lévy Noise Communications on Stochastic Analysis Vol 13 No 3 2019 Article 10 DOI 1031390cosa13310 H Qiao Y Zhang and J Duan Effective filtering on a random slow manifold Nonlinearity 31 2018 46494666 Wei Zou D V Senthilkumar Raphael Nagao Istvan Z Kiss Yang Tang Aneta Koseska Jinqiao Duan and Jurgen Kurths Restoration of rhythmicity in diffusively coupled dynamical networks Nature Communications July 15 2015 DOI 101038ncomms8709 書籍 An Introduction to Stochastic Dynamics Cambridge University Press 2015 Effective Dynamics of Stochastic Partial Differential Equations with Wei Wang Elsevier 2014 Probability and Partial Differential Equations in Modern Applied Mathematics with E Waymire Eds SpringerVerlag 2005 Recent Development in Stochastic Dynamics and Stochastic Analysis with S Luo and C Wang Eds World Scientific New Jersey 2010 參考文獻 外部連結 Category 中國數學家 Category 康乃爾大學校友 Category 伊利諾理工學院教師 Category 段姓