王皓 - 四川大学 - 数学学院

个人简介

教育经历/Education 牛津大学计算数学博士／DPhil in Numerical Analysis, University of Oxford,2008-2013 四川大学数学与应用数学学士／Bachelor in Mathematics and Applied Mathematics, Sichuan University,2004-2008 科研项目／Research Funding and Projects 国家自然科学基金面上基金项目编号11971336，《晶体缺陷的多尺度耦合及其自适应方法》,项目负责人，资助期限：2020.1-2023.12/ NSFC General Fund No. 11971336, Multiscale Coupling Method for Crystal Defects and its Adaptivity, PI, Jan. 2020- Dec. 2023. 国家重点研发计划项目《高质高效的审判支撑关键技术》子课题《基于概率图模型的量刑智能辅助技术研究》，项目负责人，资助期限：2018.7-2021.6 /No. 2018YFC0830306-3, Predicative Methods for Criminal Judgement based on Probability Graphics (under National Key R&D Program No. 2018YFC0830300, Key Technology and Equipment for Assisting Trial and Judicial Judgement with High Quality and Efficiency), PI, Jul. 2018 – Jun. 2021. 国家自然科学基金青年基金项目编号11501389,《原子／连续耦合模型的后验误差估计及其自适应》,项目负责人，资助期限：2016.1-2018.12 /NSFC Youth Fund No. 11501389, A Posteriori Error Estimates and Adaptivity for the Atomistic/Continuum Coupling Methods, PI, Jan. 2016 – Dec. 2018 国家自然科学基金面上项目编号11471214,《两类多尺度方法的建模、分析及应用》,项目主研，资助期限：2015.1-2018.12/ NSFC General Fund No. 11471214, Construction, Analysis and Applications of Two Classes of Typical Multiscale Methods, Co-PI, Jan. 2015- Dec. 2018. 教学经历/Teaching Experience 本科教学/ Undergraduate Courses：微分方程数值解I-有限差分法/ Numerical Solutions to Differential Equations I – Finite Difference Methods,微分方程数值解II-有限元法/ Numerical Solutions to Differential Equations II – Finite Element Methods,数值最优化/ Numerical Optimization,数字信号处理/ Digital Signal Processing,工程数值计算方法/ Numerical Methods for Engineers,多元微积分/ Multivariable Calculus 研究生教学/ Graduate Courses：连续介质力学/ Continuum Mechanics，多尺度方法/ Multiscale Methods，量子力学/ Quantum Mechanics，数值线性代数/ Numerical Linear Algebra

研究领域

1.多尺度模型的建模、分析与数值模拟/ Multiscale modeling, analysis and simulation 2.偏微分方程数值计算方法/ Numericalmethods for PDEs 3.人工智能方法及其在司法和社会治理中的应用/ Artificial intelligence and its applications in law and social sciences

近期论文

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Yangshuai Wang, Huajie Chen, Mingjie Liao, Christoph Ortner, Hao Wang and Lei Zhang, A Posteriori Error Estimates for Adaptive QM/MM Coupling Methods, SIAM Journal on Scientific Computing, 2021, 43(4),A2785-A2808 Yangshuai Wang, Lei Zhang and Hao Wang,A Priori Analysis of a Higher-order Nonlinear Elasticity Model for an Atomistic Chain with Periodic Boundary Condition, IMA Journal of Numerical Analysis, 2021, 41(2), 1465-1495. Wei Pi, Hao Wang, Xiaoping Xie,A New Post-Processing Technique for Finite Element Methods with L2-Superconvergence, East Asian Journal on Applied Mathematics, 2020, 10(1), 40-56. Qiang Ma, Hao Wang, Zhiqiang Yang, Zhihui Li,Junzhi Cui, Secon-Order Asymptotic Analysis and Computations of Axially and Spherically Symmetric Piezoelectric Problems for Composite Structures, Journal of Scientific Computing, 2019, 81(2), 689-731. Huajie Chen, Mingjie Liao, Hao Wang, Yangshuai Wang and Lei Zhang, Adaptiv QM/MM Coupling for Crystalline Defects, Computer Methods in Applied Mechanics and Engineering, 2019,354,351-368. Hao Wang, Shaohui Liu and Feng Yang, A Posteriori Error Control for Three Typical Force-Based Atomistic-to-Continuum Coupling Methods for an Atomistic Chain, Numerical Mathematics: Theory, Methods and Applications, 2019, 12(1), 233-264. Hao Wang, Mingjie Liao, Ping Lin and Lei Zhang, A Posteriori Error Estimation and Adaptive Algorithm for the Atomistic/continuum Coupling in 2d, SIAM Journal on Scientific Computing, 2018, 40(4): A2087-2119. Hao Wang and Siyao Yang, Analysis of the Residual Type and the Recovery Type a Posteriori Error Estimators for a Consistent Atomistic-to-continuum Coupling Method in One Dimension, Multiscale Modeling and Simulation, 2018, 16(2): 679-709. Christoph Ortner and Hao Wang, A Posteriori Error Control for a Quasi-continuum Approximation of a Periodic Chain, IMA Journal of Numerical Analysis,2014,34(3):977-1001. Christoph Ortner, Hao Wang ,A Priori Error Estimates for Energy-based Quasicontinuum Approximations of a Periodic Chain,Mathematical Models and Methods in Applied Sciences,2011,21(12):2491-2521.