个人信息
个人简介
个人简介
唐煜,男,苏州大学教授,博士生导师。1999年苏州大学理学学士,2005年苏州大学应用数学博士及香港浸会大学统计学博士。研究领域:试验设计、组合设计、应用统计分析。2002年至今在The Annals of Statistics, Biometrika, Mathematics of Computation, Journal of Complexity, Journal of Statistical Planning and Inference, Journal of Combinatorial Designs, Discrete Mathematics, Utilitas Mathematica, Science in China (A), Acta Mathematica Sinica, 应用数学学报等国内外期刊上发表二十余篇学术论文。主持多项国家自然科学基金、江苏省自然科学基金及横向基金。中国现场统计研究会试验设计分会常务理事、中国数学会均匀设计分会常务委员、江苏省概率统计学会副理事长及苏州市现场统计研究会理事长等。


研究领域
研究领域:试验设计、组合设计、应用统计分析。


基本信息
头像




唐煜

职称:教授

院部/部门:数学科学学院

学历:博士

学位:研究生

毕业学校:

毕业专业:统计学

联系方式

通讯地址:十梓街1号

邮政编码:215006

电子邮箱:ytang@suda.edu.cn

联系电话:0512-65112637

传真号码:0512-65112637

办公地点:数学科学学院维格堂212

科学研究

2002年至今在The Annals of Statistics, Biometrika, Mathematics of Computation, Journal of Complexity, Journal of Statistical Planning and Inference, Journal of Combinatorial Designs, Discrete Mathematics, Utilitas Mathematica, Science in China (A), Acta Mathematica Sinica, 应用数学学报等国内外期刊上发表二十余篇学术论文。主持多项国家自然科学基金、江苏省自然科学基金及横向基金。

[1] 国家自然科学基金面上项目,12071329, 正交阵列的比较与选择、2021/01-2024/12、主持。

[2] 国家自然科学基金面上项目,11671290, 试验设计的字次型及其应用、2017/01-2020/12、主持。

[3] 国家自然科学基金面上项目,11271279, 多水平定量因子试验的设计与分析2013/01-2016/12、主持。

[4] 国家自然科学基金青年项目10801104, 基于均匀设计的试验安排和数据分析及其在企业生产中的实际应用,2009/1-2011/12、主持。

[5] 江苏省自然科学基金面上项目BK2012612, 错误定位阵和错误检测阵的研究2012/8-2015/7、主持。

[6] CEMEE2016K0301A, 复杂电磁环境下的试验设计研究,2015/10-2016/9、主持。

[7] CEMEE2017K0301A1, 复杂电磁环境下的试验设计与数据分析,2016/10-2017/9、主持。




[4]  2013- 2017, Principal Investigator, sponsored by the National Natural Science Foundation of China: Design and Analysis of Experiments with Multi-level Factors
[3]  2012- 2015, Principal Investigator, sponsored by the Natural Science Foundation of Jiangsu Province: Constructions of Locating and Detecting Arrays
[2]  2009- 2011, Principal Investigator, sponsored by the National Natural Science Foundation of China (Young Scientists Fund): Experimental Arrangement and Data Analysis Based on Uniform Designs and Their Applications in Manufacturing Processes
[1]  2007, Principal Investigator, sponsored by the National Natural Science Foundation of China (Tianyuan Fund for Mathematics): Uniform Designs and Related Combinatorial Configurations


科研团队

高等统计与计量经济中心

论文
  • 1、Wordlength enumerator for fractional factorial designs,Annals of Statistics,SCIE,in press
  • 2、Lower bound and construction of mixed-level locating arrays,Communications in Statistics - Theory and Methods,SCIE,in press
  • 3、Bipartite Locating Array,Acta Mathematica Sinica,SCIE,2020年
  • 4、好格子点法设计的进一步研究,中国科学:数学,中文核心,2020年
  • 5、Constructing optimal projection designs,Statistics,SCIE,2019年
  • 6、Uniform Design on Manifold,Fan J. and Pan J. (Editors). Contemporary Experimental Design, Multivariate Analysis and Data Mining,Springer书籍,2020年

Publications:


[24]  W. Sheng, X. Li and Y. Tang (2014+), Some properties of $\beta$-wordlength pattern for four-level designs, Acta Mathematica Sinica, accepted.
[23]  C. Shi, Y. Tang and J. Yin (2014), Optimum mixed level detecting arrays,  The Annals of Statistics, 42, 1546--1563.
[22]  Y. Tang and H. Xu (2014), Permuting regular fractional factorial designs for screening quantitative factors,  Biometrika, 101, 333--350.
[21]  G. Xu, J. Zhang and Y. Tang (2014), Level permutation method for constructing uniform designs under the wrap-around L-2-discrepancy,  Journal of Complexity,  30, 46--53.
[20]  Y. Cai, J. Huang, Y. Tang and G. Zhou (2014), A simulation method for finite non-stationary time series, Journal of Statistical Computation and Simulation 84, 1563--1579.
[19]  Y. Tang and H. Xu (2013), An effective construction method for multi-level uniform designs, Journal of Statistical Planning and Inference,  143, 1583--1589.
[18]  Y. Tang, H. Xu and D. K. J. Lin (2012),  Uniform fractional factorial designs, The Annals of Statistics,  40, 891--907.
[17]  C. Shi, Y. Tang and  J. X. Yin (2012), The equivalence between optimal detecting arrays and super-simple OAs, Designs, Codes and Cryptography,   62, 131--142.
[16]  Y. Tang, C. J. Colbourn and  J. X. Yin (2012), Optimal locating arrays and their constructions, Journal of Statistical Theory and Practice,  6, 20--29.
[15]  C. Shi, Y. Tang and  J. X. Yin (2012), Optimal locating arrays for at most two faults,  Science in China (A),  55, 197--206.
[14]  Y. Tang and  J. X. Yin (2011), Detecting arrays and their optimality,  Acta Mathematica Sinica,  27, 2309--2318.
[13]  T. Y. Sun and Y. Tang (2010), Optimal efficiency balanced designs and their constructions, Journal of Statistical Planning and Inference,  140, 2771--2777.
[12]  Y. Y. Wang and Y. Tang (2009), Measure of uniformity of points distributed in a general convex polyhedron,  Acta Mathematicae Applicatae Sinica (Chinese Series),  32, 849--857.
[11]  J. X. Yin and Y. Tang (2008), A new combinatorial approach to the construction of constant composition codes,  Science in China (A), 51, 416--426.
[10]  K. T. Fang, Y. Tang and J. X. Yin (2008), Lower bounds of various criteria in experimental designs, Journal of Statistical Planning and Inference,  138, 184--195.
[9]  Y. Tang, M. Y. Ai, G. N. Ge and K. T. Fang (2007), Optimal mixed-level supersaturated designs and a new class of combinatorial designs,  Journal of Statistical Planning and Inference,  137, 2294--2301.
[8]  C. M. Wang, Y. Tang and P. Danziger (2007), Resolvable modified group divisible designs with block size three,  Journal of Combinatorial Design,  15, 2--14.
[7]  K. T. Fang, Y. Tang and J. X. Yin (2006), Resolvable partially pairwise balanced designs and their applications in computer experiments,  Utilitas Mathematica, 70, 141--157.
[6]  K. T. Fang, D. Maringer, Y. Tang and P. Winker (2006), Lower bounds and stochastic optimization algorithms for uniform designs with three or four levels, Mathematics of Computation,  75, 859--878.
[5]  K. T. Fang, Y. Tang and J. X. Yin (2005), Lower bounds for wrap-around $L_2$-discrepancy and constructions of symmetrical uniform designs, Journal of Complexity,  21, 757--771.
[4]  H. Cao and Y. Tang (2004), On Kirkman packing designs KPD$(\3,4\,v)$,  Discrete Mathematics,  279, 121--133.
[3]  K. T. Fang, X. Lu, Y. Tang and J. X. Yin (2004), Constructions of uniform designs by using resolvable packings and coverings,  Discrete Mathematics,  274, 25--40.
[2]  Y. Tang, Y. Z. Liang and K. T. Fang (2003), Data mining in Chemometrics: sub-structures learning via peak combinations searching in mass spectra,  Journal of Data Science,  1, 481--496.
[1]  Y. Tang and J. X. Yin (2002), The combinatorial construction for a class of optimal optical orthogonal codes,  Science in China (A),  32, 31--38.


Invited Talks:


[14] Permuting Regular Fractional Factorial Designs for Screening Quantitative Factors, The 10th Conference , October 17-20, 2014, Jinan, Shandong, China.

[13] Some Existence Results on Locating and Detecting Arrays, Australian Statistical Conference in Conjunction with the Institute of Mathematical Statistics Annual Meeting, July 7-10, 2014, Sydney.

[12] Permuting Fractional Factorial Designs for Screening Quantitative Factors, 29th European Meeting Of Statisticians, July 20-25, 2013, Budapest, Hungary.

[11] Designs for Experiments with Quantitative Factors, 2012 Symposium on Experimental Design and its Application  International Symposium on Uniform Design, October 19-21, 2012, Wuhan, Hubei, China.

[10] Fractional Factorial Uniform Designs, 2011 National Symposium on Experimental Design, November 18-20, 2011, Shanghai, China.

[9] Fractional Factorial Uniform Designs, 2011 Jiangsu Provincial Conference on Probability and Statistics, October 21-23, 2011, Suzhou, China.
[8] Locating and Detecting Arrays and Their Constructions, International Conference on Design of Experiments, May 10-13, 2011, Memphis, USA.

[7] Uniform Designs and Their Constructions on Convex Polyhedron, 2009 International Symposium on Uniform Design, July 13-17, 2009, Xian, Shaanxi, China.

[6] Introduction to Uniform Design and Its Construction, 2005 Jiangsu Provincial Conference on Probability and Statistics, November 17-19, 2005, Huaiyin, Jiangsu, China.     
[5] Uniform Design Searching by Optimization, 2005 International Symposium on Uniform Design, August 19-22, 2005, Jishou, Hunan, China.         
[4] Construction of Uniform Designs Using Combinatorial Optimization, International Conference on Graph theory and combinatorics  The Third Cross-Strait Symposium on Graph Theory and Combinatorics, June 25-30, 2005, Jinhua, Zhejiang, China.          
[3] Some Thoughts on Block Design Searching, The Fifth International Conference on Combinatorial Theory, May 14-18, 2005, Shanghai, China.        
[2] Combinatorial Properties of Uniform Designs, Symposium on Combinatorial Design and its Applications, December 4-6, 2004, Suzhou, China.    
[1] Constructions for Uniform Designs under Wrap-around Discrepancy, 2003 Symposium on Uniform Design, November 3-5, 2003, Shenzhen, China.


荣誉奖励
开授课程
  • 1、微积分(一),,2008级,2009级,2010级,2011级物理科学与技术学院,2011级东吴商学院(财经学院),2011级计算机科学与技术学院,,2012.01.08-,90,90
  • 2、数学模型与数学软件,,数学科学学院,,2016.07.07-,56,90
  • 3、应用时间序列,,数学科学学院,,2015.01.21-,25,72
  • 4、概率论与数理统计,,2012级纳米材料与技术纳米器件方向,,2014.01.06-,99,54
  • 5、微积分(一),,2008级,2009级,2010级,2011级东吴商学院(财经学院),,2012.01.08-,108,90
  • 6、数学实验,2012.06.26-,56,90
  • 7、数学模型与数学软件,,数学科学学院,,2014.07.02-,23,90
  • 8、应用时间序列,,数学科学学院,,2015.01.21-,27,72
  • 9、概率统计,2012.06.27-,47,54
  • 10、统计知识选讲I,,数学科学学院,,40,36
  • 11、统计学基础,,数学科学学院,,2019.01.03-,48,54
  • 12、统计学基础,,数学科学学院,,2020.01.02-,41,54
  • 13、质量工程管理与ISO,,数学科学学院,,45,54
  • 14、统计知识选讲II,,数学科学学院,2019级,2018级,2017级,,39,36
  • 15、统计思想,,2019级,,20,36
  1. 2014 ``Mind on Statistics (Undergraduate), Soochow University

  2. 2014 ``Applied Time Series (Undergraduate), Soochow University

  3. 2013 ``Multiple Statistical Analysis (Graduate), Soochow University

  4. 2013 ``Introduction to Big Data (Graduate), Soochow University

  5. 2011/12/13/14 ``Mathematical Modelling (Undergraduate), Soochow University

  6. 2010/11/12/13 ``Probability and Statistics (Undergraduate), Soochow University

  7. 2008/09/10 ``Nonlinear Time Series (Graduate), Soochow University

  8. 2008/09/12/13 ``Construction of Experimental Design (Graduate), Soochow University

  9. 2008/11/13 ``Experimental Design and Analysis (Graduate), Soochow University

  10. 2007 ``Experimental Design (Undergraduate), Soochow University

  11. 2006/07/08/11 ``Calculous (Undergraduate), Soochow University

  12. 2005/06 ``Mathematical Analysis (TA) (Undergraduate), Soochow University


招生信息

In Progress (Master Degree)

  • ZHONG Wenjie, MA Suli, LI Yanan, JI Xiang and WANG Dandan (2014-)

  • NI Ruijiang, TIAN Mingyue and ZHANG Zhengyang (2013-)

  • FANG Shaozhen, SHAO Feifei, ZHU Yujie (2012-)
     

Graduated (Master Degree)

  • SHENG Weiwei (2014) Some Properties of $\beta$-wordlength Pattern for Four-level Designs

  • ZOU Yi (2014) Application of Kriging Models to Computer Experiments

  • XU Feiyi (2014) Further Study on Properties of $\beta$-wordlength Pattern for Three-level Designs

  • KANG Dong (2014) Theory and Application of Chinese Text Mining

  • WANG Siwen (2014) The Empirical Analysis of the Competitiveness of Commercial Banks in China

  • ZHENG Mingchen (2013) Study of the Acute Radiation Injury Early Triage Based on Nonlinear Partial Least Square Model

  • XU Gang (2013) Level Permutation Method for Constructing Uniform Designs Under the Wrap-around $L_2$-discrepancy

  • BO Chengcheng (2013) Search Design Under $\beta$-wordlength Pattern with Stochastic Optimization Algorithm

  • WANG Xiaoli (2013) Weight Enumerator and the Relationship Between the Two Word-Length Patterns

  • HUANG Jie (2012) A Simulation Method for Finite Non-stationary Time Series

  • ZHOU Guixia (2012) Classification of Nonlinear Time Series Using Functional-coefcient Regression

  • GAO Xiaomin (2011) Sampling Based on Stochastic Optimization

  • LUO Jian (2011) The Classification and Discrimination Methods among Several Populations Based on Size Series of Cocoon Filament and A Comparison of These Methods

  • LI Jing (2011) Uniform Designs on General Domains and Their Constructions

  • SUN Tianyao (2010) Optimal Efficiency Balanced Designs and Their Constructions under Randomization Model

  • WANG Limin (2010) Application of Stated Preference Survey in Discrete Choice Model

  • WANG Yanyun (2009) Measure of Uniformity of Points Distribution in A General Convex Polyhedron

  • LI Yanxia (2009) Application of Lattice Points Method on Uniform Designs in An Arbitrary Convex Polyhedron

  • BAI Yeting (2009) Fault Detection of Bearing Based on Statistical Methods