徐定华

姓 名徐定华 (Dinghua XU

职 称: 教授(Professor

研究领域可计算建模与反问题数值算法,工业问题驱动的数学建模与计算,统计反演理论与方法,数据建模与统计计算

电话021-65902487

Email: dhxu6708@mail.shufe.edu.cn

学习经历

1985.9-1989.7

南昌大学数学系学习

数学专业获理学学士学位

1994.9-1996.12

上海大学理学院学习

应用数学专业获工学硕士学位

1998.9-2001.7

上海大学理学院学习

计算数学专业理学博士学位

2002.11-2005.7

南京大学

博士后流动站工作

博士后研究:大气科学中数学方法

工作经历

1989.7-2006.6

东华理工大学(原华东地质学院)工作

数学教学与研究

20029月破格评聘为教授)

200211 月任教务处处长

兼数学与信息科学学院院长

2006.6-2013.9  

浙江理工大学工作

数学教授,教务处处长

2013.9-现在

浙江理工大学工作

数学教授

研究生部主任兼党委研工部部长

2016.12-现在

上海财经大学工作

数学学院教授、副院长、教授委员会主任

国际学术交流

1999.8 应东京大学数学系邀请,短期学术访问

与美国、加拿大、英国、俄罗斯、日本等国学者开展学术研讨与人才培养合作

担任JCR SCI-Q3期刊Applicable Analysis期刊的编委(201810月起)

科研项目

1国家自然科学基金资助课题面上),No.11871435一类可计算随机模型参数优化决定的反问题,2019/01-2022/12,在研,主持

2国家自然科学基金重大研究计划培育项目,No.91534113,沉淀法制备催化剂中介尺度行为研究及数理模型建立, 2016/01-2018/12结题第二负责人

3、国家自然科学基金项目(面上),11471287,功能性纺织材料设计反问题的数学模型与数值算法,2015/01-2018/12,在研,主持。

4、国家自然科学基金项目(面上),11071221,纺织材料热湿传递数学模型与设计反问题,2011/01-2013/12,已结题,主持。

5、国家自然科学基金项目(地区基金),10561001,高维非线性抛物型偏微分方程反问题的理论分析与数值计算研究,2006/01-2008/12,已结题,主持。

62019.1-12,国家外专局项目《经济金融相关问题的数据驱动建模与算法》主持

72019.1-12,国家外专局项目《反问题的机理建模与统计学习融合研究》,主持

论著教材、译著:

徐定华著,《纺织材料热湿传递数学模型及设计反问题》,科学出版社出版,2014

徐定华主编 《数学物理方程》,高等教育出版社,2013

刘逸侃、徐定华、程晋,《统计与计算反问题》(Jari Kaipio, Erkki Somersalo著),科学出版社,2018

徐定华、徐映红葛美宝、张启峰等 微分方程和反问题模型计算,科学出版社,2021

主要论文2011年以来

[1]Dinghua Xu, Meibao Ge, Thickness determination in textile material design: dynamic modeling and numerical algorithms, Invesre problems, 2012, 28:001-022, doi:10.1088/0266-5611/28/3/035011

[2]Dinghua Xu, Yuanbo ChenXiaohong Zhou, Type design for bilayer textile materials under low temperature: modeling, numerical algorithm and simulation, International Journal of Heat and Mass Transfer 60 (2013) 582-590

[3]Dinghua XuMeibao Ge, Haili Zhang, Numerical solution of a dynamic model of heat and moisture transfer in porous fabric under low temperature, International Journal of Heat and Mass Transfer2013, 61149–157

[4]Dinghua Xu, Peng Cui, Simultaneous Determination of Thickness, Thermal Conductivity and Porosity in Textile Material Design, Journal of Inverse and Ill-posed Problems,2016,24(1):59-66

[5]Yue Yu, Dinghua Xu, Y. C. Hon, Numerical algorithms for a sideways parabolic problem with variable coefficients, Applicable Analysis, DOI:10.1080/00036811. 2015.1038995, 2015

[6] Yue Yu, Dinghua Xu, Y. C. Hon, Reconstruction of inaccessible boundary value in a sideways parabolic problem with variable coefficients, Engineering Analysis with Boundary Elements, 61, 78-90, 2015

[7]Yue Yu, Dinghua Xu, On the inverse problems of thermal conductivity determination in nonlinear heat and moisture transfer model within textiles, Applied Mathematics and Computation, 264, 284-299, 2015

[8]Dinghua Xu, Inverse problems of textile material design based on clothing heat-moisture comfort, Applicable Analysis,doi:10.1080/00036811.2014.916403

[9]徐定华,文雷,基于动态热湿传递的纺织材料的孔隙率决定的反问题,数学年刊(A辑),2014,35(A), No 2:129-144

[10]Dinghua Xu, Lei Wen, An inverse problems of bilayer textile thickness determination in dynamic heat and moisture transfer, Applicable Analysis2014, 933):445-465, doi:10.1080/00036811/2013.835042

[11]Zewen Wang, Dinghua Xu, On the linear model function method for choosing regularization parameters in linear ill-posed problems, Chinese Journal of Engineering Mathematics,2013303

[12]Peng Cui, Dinghua Xu, Simultaneous determination of thickness and heat conductivity in fabric design: steady-state modeling and PSO algorithmsJournal of Fiber Bioengineering and Informatics,  2013,6:2,195-204

[13] Ding-Hua Xu, Jian-Xin Cheng, Xiao-Hong Zhou,  A Model of Heat and Moisture Transfer Through the Parallel Pore TextilesJournal of Fiber Bioengineering and Informatics, 2011,  doi: 10.3993/ jfbi03201110

[14]Dinghua Xu, Jianxin Cheng, Yuanbo Chen and Meibao Ge, An inverse problem of thickness design for textile material under low temperature, Journal of physics: conference series 290, 2011, doi:10.1088/1742-6596/290/1/012018.

[17]Yuan-Bo Chen, Ding-Hua Xu, Xiao-Hong ZhouAn Inverse Problem of Type Design for Bilayer Textile Materials under Low Temperature, Journal of Fiber Bioengineering & Informatics 2012)44):359-370.

[18]Yue Yu, Dinghua XU, Y.C. Hon, Numerical algorithms for a sideways parabolic problem with variable coefficients, Applicable Analysis, 2016,95(4):874-901

[19]Pan Bin, Xu Dinghua, Xu Yinghong and Yu Yue, TV-like regularization for backward parabolic problems, Mathematical Methods in Applied Sciences, 2017, doi: 10.1002/mma.4027

[20]Yue Yu, Dinghua Xu, Yongzhi Steve Xu, Qifeng Zhang, Variational formulation for a fractional heat transfer model in firefighter protective clothing, Applied Mathematical Modelling, 2016doi: 10.1016/j.apm.2016.05.035

[21] Tangwei Liu, Xiangrui Chen & Dinghua Xu,  Numerical Inversion of Heat Exchange Coefficient and Source Sink Term for Thermal-Fluid Coupled ModelApplicable Analysis2017, DOI:10.1080/00036811.2017.1319050

[22]Xiaoying JiangDinghua Xu, Qifeng Zhang, A modified regularized algorithm for a semilinear space-fractional backward diffusion problem, Mathematical Methods in Applied Sciences2017, DOI: 10.1002/mma.4449

[23]Dinghua XU, Yangao He, Yue Yu, Qifeng ZhangMultiple Parameter Determination in Textile Material Design: A Bayesian Inference Approach Based on Simulation, Mathematics and Computers in Simulation, 2018, DOI : 10.1016/j.matcom.2018.04.001

[24]Keji Liu, Yongzhi Xu & Dinghua Xu (2018): Numerical algorithms for a free boundary problem model of DCIS and a related inverse problem, Applicable Analysis, DOI:10.1080/00036811.2018.1524139

[25]Dinghua Xu, Feixiang Li, Xiaonian Li, Nan Yao, Xu YinghongQifeng ZhangMesoscale Modeling of Crystallization Parameters Identification during Iron-based Catalyst Preparation ProcessApplicable Analysis 2018, 151, 1-14. DOI:10.1080/00036811.2018.1555327

[26]Meibao Ge, Keji Liu, Dinghua Xu, An inverse problem of DCIS model   based on nonlocal and terminal data2019 al-Farabi Kazakh National UniversityInternational Journal of Mathematics and Physics 10,  No2,  21 (2019),21-27https://doi.org/10.26577/ijmph-2019-i2-4.

[27]Tingyue Li, Sergey Kabanikhin, Gen Nakamura, Faming Wang, Dinghua Xu, An inverse problem of triple-thickness parameters determination for thermal protective clothing with Stephan-Boltzmann interface conditions, J Inverse Ill-posed Probl., 2020DOI: https://doi.org/10.1515/jiip-2019-0060


教学与学术服务:

现任教育部高校数学类专业教学指导委员会委员。

曾任中国计算数学学会第六届、第七届理事;中国数学会高等教育工作委员会委员。

曾任高校教务处长、研究生部主任、学院院长。

曾评为全国优秀教师、省教学名师。

曾获国家级教学成果奖2项、省部级教学成果奖6项。

获批准2019国家一流专业建设点、2020国家一流课程。