Name:Zhong Wan

Appointment:

Professor/Supervisorof PH.D

Address:

Schoolof Mathematics and Statistics

CentralSouth University

Changsha,Hunan,410083

P.R.China

Telephoneoffice:86-7318-8860152

E-mail:wanmath@csu.edu.cn

Education:

lB.S.(Pure Mathematics) JiangXi Normal University, P.R. China

lM.S.(Mathematical Education) Hunan Normal University, P.R. China

lPh.D.(Applied Mathematics) Hunan University, P.R. China.

ProfessionalCareer:

l1988-1990Teaching: DeAn Middle School, JiangXi Province, China

l1993-2004 Teaching: Hunan University, Hunan Changsha, China

l2004-2005Teaching: Central South University, Hunan Changsha, China

lPostdoctorresearch work: Central South University, China

l2002-2003Visiting research fellow: Curtin University, Australia.

l2004,1-3Visiting research follow: PolyU of HongKong, H.K.,China

l2005,7-12Visiting scholar: University of Manchester, GB

l2010,8-10,Visiting professor: Curtin University, Australia.

ResearchInterests:

lNumericalOptimization: Theory, Algorithms and Applications

lUncertainMathematical Programs

lMathematicalPrograms with Equilibrium Constraints

lMathematicalModeling and Efficient Algorithm in Engineering and Management

AcademicMembership:

lThePacific Optimization Research Activity Group (POP)

lChineseIndustry and Applied Mathematics Society

lComputationalMathematics Society of Hunan Province

Honor:

lExcellentTalent of New Century, Ministry of Education, P.R. China

lExcellentYoung Teacher of Hunan province, P.R. China

lExcellentSupervisor of Mathematical Modeling, Hunan province

lLeaderTeacher of Excellent Course: Numerical Analysis, Hunan province

lExcellentTeacher of BYD

Publications:

A.Book

lMathematicalExperiment, Science Publisher (Beijing), 2001.

lNumericalOptimization, Science Publisher (Beijing), 2005.

lNumericalAnalysis and Experiment, Science Publisher (Beijing), 2006.

lAlgorithmsand Theory in Optimization, Science Publisher (Beijing), 2010.

B.Recent Main Papers2004-2015

lShuai Huang, Zhong Wan(Corresponding author), XiaohongChen, A new nonmonotone line search technique for unconstrained optimization,Numerical Algorithms, Volume 68, Issue 4 (2015), 671-689.

lSonghai Deng, Zhong Wan(Corresponding author), A three-termconjugate gradient algorithm for large-scale unconstrained optimizationproblems, Applied Numerical Mathematics,Vol.92(5):70–81;

lYu ChenZhongWan(Corresponding author), A locally smoothing method for mathematicalprograms with complementarity constraints. The ANZIAM Journal, Vol.56(3):299-315. doi:10.1017/S1446181115000048.

lXinbo Zhang, Feng Zhang, Xiaohong Chen, and ZhongWan(Corresponding author), Polymorphic Uncertain Linear Programming forGeneralized Production Planning Problems, Journal of Optimization, vol. 2014,Article ID 896756, 10 pages, 2014. doi:10.1155/2014/896756.

lSonghai Deng, Zhong Wan(Corresponding author), Animproved three-term conjugate gradient algorithm for solving unconstrainedoptimization problems,Optimization,2014, http://dx.doi.org/10.1080/02331934.2014.984706.

lWan Zhong(Corresponding author); Zhang, Shaojun;Teo, Kok Lay , Polymorphic uncertain nonlinear programming approach formaximizing the capacity of V-belt driving, Optimization and Engineering, 2014;15:267–292; DOI 10.1007/s11081-012-9205-3.

lZhong Wan, Yu Chen, Shuai Huang, Dong Dong Feng, Amodified nonmonotone BFGS algorithm for solving smooth nonlinear equations,Optim. Lett. (2014) 8(6):1845–1860. ISSN :1862-4472.

lWan, Zhong, HuanHuan Li, and Shuai Huang. "A SmoothingInexact Newton Method for Nonlinear Complementarity Problems." Abstractand Applied Analysis,Volume 2015 (2015), Article ID 731026,12 pages,http://dx.doi.org/10.1155/2015/731026

lH.B. Jiang, ZhongWan(Corresponding author),Polymorphic Uncertain Optimization to Renewable Energy Planning in the CityCluster, International Journal of Applied Mathematics & Statistics, 2013,Vol. 50(20): 224-237.

lZhong Wan, ShaoJun Zhang, Xiaohong Chen. Formulationfor an optimal design problem of spur gear drive and its globaloptimization, Proc IMechE Part C: J Mechanical Engineering Science,227(8) 1804–1817,DOI: 10.1177/0954406212469562, 2012.

lShuai Huang, Zhong Wan(Corresponding author), SonghaiDeng. A modified projected conjugate gradient method for unconstrainedoptimization problems, The ANZIAM Journal, DOI:10.1017/S1446181113000084,pp.1-10, 2013.

lChaoming Hu, Zhong Wan(Corresponding author), Anextended spectral conjugate gradient method for unconstrained optimizationproblems, British Journal of Mathematics &Computer Science, 3(2), pp.86-98,2013

lZhong Wan, Shaojun Zhang, Yanju Zhou. Intervalsolution for nonlinear programming of maximizing the fatigue life of V-beltunder polymorphic uncertain environment, Mathematical Problems in Engineering,Vol.2013, Article ID 712825,9 pages,http://dx.doi.org/10.1155/2013/712825

lZhong Wan, Ming Chen, Ling Zhang, New consistencyindex for comparison matrices and its properties, International Journal ofApplied Mathematics & Statistics, 2013, Vol. 42(12): 206-218.

lZhong Wan, ShaoJun Zhang, Kok-Lay Teo . Two-stepbased sampling method for maximizing the capacity of V-belt driving inpolymorphic uncertain environment, P I MECH ENG C- Proceedings of theinstitution of mechanical engineers part c-journal of mechanical engineeringscience, Vol. 226 (1): 177-191. 2012

lZhong Wan, Shuai Huang, Xiaodong Zheng. New cautiousBFGS algorithm based on modified Armijo-type line search, Journal ofInequalities and Applications 2012, 2012:241,doi:10.1186/1029-242X-2012-241

lHuabin, Jiang, Songhai Deng, Xiaodong Zheng, Zhong Wan(Correspondingauthor), Global convergence of a modified spectral conjugate gradient method,Journal of Applied Mathematics, Vol. 2012, Article ID 641276, doi:10.1155/2012/641276

lZhong Wan, Kok Loy Teo, XianLong Shen, ChaoMing Hu,New BFGS method for unconstrained optimization problem based on modified Armijoline search, Optimization, doi:10.1080/02331934.2011.644284.

lZhong Wan, XiaoDong Zheng, YunYunFei, Songhai Deng. Modified Armijo-type line search strategy and itsapplications in Newton method for unconstrained optimization, InternationalJournal of Applied Mathematics & Statistics, Vol.29(5):116-125, 2012.

lShaojun Zhang, Zhong Wan(Corresponding author), Polymorphicuncertain nonlinear programming model and algorithm for maximizing the fatiguelife of V-belt drive, Journal of Industrial and Management Optimization,Vol.8(2), 493-505, 2012.

lSong Hai Deng, XiaohongChen, Zhong Wan(Correspondingauthor). Analysis on an improved global convergence for a spectral conjugategradient method, International Journal of Applied Mathematics & Statistics,Vol.31(1):20-26, 2013.

lDeng Song Hai, Wan Zhong(Corresponding author), Animproved spectral conjugate gradient algorithm for nonconvexunconstrained optimization problems, Journal of Optimization Theory andApplications, 157(3),pp.820-842.DOI 10.1007/s10957-012-0239-7, 2012.

lZhong Wan, Xiaodong Zheng. Solution method ofoptimization problem based on a modified Armijo-type line search, Int. J. ofComputational Science and Engineering (IJCSE), revision,2012

lZhang shaojun, Wan Zhong(Corresponding author)Liu GuangLianGlobaloptimization design method for maximizing the capacity of V-belt driveSCIENCE CHINATechnologicalSciencesVol.54(1):140-147, DOI:10.1007/s11431-010-4193-z, 2011.

lZhong Wan, Yang Zhanlu, Wang Yalin, New spectral PRPconjugate gradient method for unconstrained optimization, AppliedMathematics Letters , Vol.24(1): 16–22, 2011.

lZhong Wan, Hu Chaoming, Yang Zhanlu, A spectral PRPconjugate gradient methods for nonconvex optimization problem basedon modified line search, Discrete and Continuous Dynamical Systems - Series B,Vol.16(4):1153-1169, 2011.

lZhong Wan, Aiyun Hao, Fuzheng Meng, ZhaoMing Hu, HybridMethod for a Class of Stochastic Bi-criteria Optimization Problems, Journal ofInequalities and Applications ,vol. 2010, pp1-12, DOI:10.1155/2010/745162, 2010.

lZhong Wan, Koklay Teo, Lingshuang Kong and ChunhuaYang. A class of mix design problems: formulation, solution methods andapplications. The ANZIAM Journal, Vol.50, pp.455-474, 2009.

lZhong Wan, ShaoJun Zhang and YalinWang. Penalty Algorithm Based on Conjugate Gradient Method for SolvingPortfolio Management Problem, J. Inequalities and Applications, vol. 2009,Article ID 970723, 16 pages, 2009. doi:10.1155/2009/970723.

lZhong WanChunHuaYangNew Approach to Global Minimization ofNormal Multivariate Polynomial Based on TensorJ. Industrial and Management Optimization, Vol.4(2),pp.271-2852008.

lWAN ZhongMENG FuzhengHAO AiyunWANG YalinOptimization to MixtureDesign For Alumina Sintering with Fuzzy IngredientsVol.363),pp. 55-582009.

lZhong Wan, Fuzhen Meng, AiyunHaoX.W.Liu, New Model and Algorithms for Portfolio Management, Natural Science Journalof Hunan University, Vol.363),pp. 85-88, 2008.

lZhong Wan, Qiang Miao, Han Luo, New Model and SolutionTechniques for Portfolio Management with Transaction Cost,Economic MathematicsVol.251),pp. 36-412008.

lCaixia Yang, Wei Jiang, Zhong Wan,New Stochastic Optimization Model and ItsSolution Techniques for Minimizing the Cost of Productiona and Transportation,Fuzzy System and Mathematics, 2009Vol.233):145-151.

lZhong Wan, S.Y. Wu, K.L.Teo,Some Properties on Quadratic Infinite Programs ofIntegral Type, Appl. Math.Letter, vol.20, pp.676-680, 2007.

lZhong WanShu ZiZhouSmooth SQP Algorithm For MathematicalPrograms with Implicit Complementarity Constraints. Journal of AppliedMathematicsVol. 303,pp.646-651,2007.

lZhong. Wan, Yi Ju Wang, Convergence of AnInexact Smoothing Method for Mathematical Programs with Equilibrium Constraints,Numer. Func. Anal. Optim.Vol.27(3-4), pp.485-495, 2006.

lZhong Wan, Parameterizedinteger programming models for multi-factors representativesapportionment, J. Soc. Sci., Vol. 432, pp.259-272, 2006.

lL.Qi, Zhong Wan,Yuefei,Yang, Global minimization of normal quartic polynomials based on thedescent directionsSIAM on Optim.,Vol. 15 (1) ,pp.275-302, 2005.

lZhong Wan, Global convergenceof a modified SQP method for mathematical programs with inequalities and equalities constraintsJ. Inequalities in Pure and Appl. Math. Vol.5, pp.1-9. 2004.

lZhong WanShu Zi ZhouFeasibilityon Mathematical Programs with Nonlinear Complementarity Constraints. Journal ofApplied MathematicsVol.264, pp.646-651,2003.

lZhong Wan, FurtherInvestigation on Feasibility of Mathematical Programs with EquilibriumConstraints. Comput. Math. Appl.Vol. 44,pp.7-11, 2002.

lZ. Wan, S. Z. Zhou, A class of globallyconvergent algorithm for MPECs, Apllied Mathematics (Wuhan) ,Vol. 15(4), 2002,ISSN:1001-9847.

lH. Luo, Zhong Wan,Optimization Model for a Class of Cutting Rectangle Materials,Natural Science Journal of Hunan University, 28(6), pp.5-9.2004.

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