B-Tbifurcation(2)

发布时间:2021-06-06

金石/教授

Shi JIN / Professor李从明/教授Congming LI /Professor李红泽/教授

Hongze LI / Professor李敬来/特别研究员

Jinglai LI

/Special Researcher

计算数学Computationalmathematics应用数学

Applied Mathematics基础数学Pure Mathematics计算数学

ComputationalMathema

tic

李亚纯/教授

Yachun LI / Professor应用数学

Applied Mathematics

梁进/教授

Jin LIANG / Professor刘春雷/教授Chunlei LIU /Professor刘卫东Weidong LIU /Professor戎锋/特别研究员

Feng RONG

/ Special Researcher唐敏/特别研究员 Min Tang

/Special Researcher

基础数学Pure Mathematics基础数学Pure Mathematics

统计学Statistics基础数学Pure Mathematics

计算与应用数学(偏微分方程数值解, 计算流体力学, 计算物理)

Computational and Applied Mathematics (Numerical methods for partial differential

equations; Computational fluid dynamics; computational physics)

偏微分方程与几何分析(几何分析、流体力学、非线性偏微分、变分法、非线性分析)

Partial Differential Equations and Geometric Analysis (Geometric analysis; Dynamics offluid; Nonlinear partial differential equations; Calculus of variations, Nonlinear analysis)

数论(解析数论)

Number Theory (Analytic Number Theory)

科学计算与计算统计(不确定性量化,贝叶斯推断,统计反问题,数据同化,稀有事件仿

真)

Scientific Computing and Computational Statistics(Uncertainty Quantification; BayesianInference; Statistical Inverse problem, Data Assimilation, Rare Events Simulation,)偏微分方程及其应用(双曲型守恒律,退化抛物-双曲方程,流体力学中的非线性偏微分

方程)

Partial Differential Equations and Their Applications (Hyperbolic conservation laws;Degenerate parabolic-hyperbolic equations; Nonlinear partial differential equations in

fluid dynamics)

分析(泛函分析与微分方程, 非线性分析与控制理论)

Analysis (Functional analysis and differential equations; Nonlinear analysis and control

theory)

数论及其应用(指数和、模形式、代数编码)

Number Theory and Its Applications (Exponential sums, modular forms, and codes)

概率论与数理统计

Probability and mathematical statistics

复分析与动力系统(多变量复分析与复动力系统,常微分方程定性理论)

Complex Analysis and Dynamical Systems (Complex analysis and dynamics in several

variables; Qualitative theory of ordinary differential equations)计算数学和生物数学(输运方程,反应扩散方程的数值求解和生物建模)

Computatioal mathematics and Mathematical Biology

(Transport equations and reaction diffusion equations, their numerical schemes and biology

modeling)

应用数学

Applied Mathematics

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