中文

Journal Publications

[41]Ting Li, Jiayi Tang, Zhong Wan, An alternating nonmonotone projected Barzilai-Borwein algorithm of nonnegative factorization of big matrices[J], 2021, 35: 1972–2008.
[42]Jie Guo, Zhong Wan, Two modified single-parameter scaling Broyden–Fletcher–Goldfarb–Shanno algorithms for solving nonlinear system of symmetric equations[J].Symmetry, 2021, 13(6)
[43]Jie Guo, Zhong Wan, A new three-term spectral conjugate gradient algorithm with higher numerical performance for solving large scale optimization problems based on Quasi-Newton equation.International Journal of Modeling, Simulation,and Scientific Computing, 2021, 12(5)
[44]Game model for online and offline retailers under buy-online and pick-up-in-store mode with delivery cost and random demand. 澳大利亚.ANZIAM Journal, 2020
[45]Zhong Wan, Ao Li, Zhaoman Wan.Optimal design of online sequential buy-price auctions with customer valuation learning[J]. 新加波.Asia-Pacific Journal of Operational Research, 2020, 37 (3)
[46]Zhong Wan*, Jiayi Tang, Li Ren, Yamei Xiao, Shaojun Liu.Optimization techniques to deeply mine the transcriptomic profile of the sub-genomes in hybrid fish lineage[J]. 美国.Frontiers in Genetics-Bioinformatics and Computati, 2019 (doi: 10.3389/fgene.2019.00911)
[47]Yanan Bo, Yanqi Wang, Zhong Wan, Optimizing the WEEE recovery network associated with environmental protection awareness and government subsidy by nonlinear mixed integer programming[J]. 美国.Journal of advanced transportation, 2019: 2019(12):1-21.
[48]Jing Zhang, Zhong Wan, Jingjing Liu.Optimizing transportation network of recovering end-of-life vehicles by compromising program in polymorphic uncertain environment[J]. 美国.Journal of Advanced Transportation, 2019, vol. 2019, (Article ID 3894064) : 24 pages.
[49]Songhai Deng, Zhong Wan, Jing Lv.A new Dai-Liao Type of conjugate gradient algorithm for unconstrained optimization problems[J]. 日本.Pacific Journal of Optimization, 2019, 15 (2) : 237-248.
[50]Jie Guo, Zhong Wan, A modified spectral PRP conjugate gradient projection method for solving large-scale monotone equations and its application in compressed sensing[J]. 美国.Mathematical Problems in Engineering, 2019, 2019 (doi.org/10.1155/2019/5261830) : Article ID 5261830.
[51]Jingjing Liu, Zhong Wan, Jing Zhang.Nonlinear optimization to management problems of end-of-life vehicles with environmental protection awareness and damaged/aging degrees[J]. 美国.Journal of Industrial and Management Optimization, 2019 (doi:10.3934/jimo.2019046)
[52]Ting Li, Zhong Wan, New adaptive Barzilar-Borwein step size and its application in solving large scale optimization problems[J]. 澳大利亚.The ANZIAM Journal, 2019, 61(1) (https://doi.org/10.1017/S1446181118000263) : 76–98.
[53]Hao Wu, Zhong Wan(通讯作者), A multi-objective optimization model and orthogonal design Based hybrid heuristic algorithm for regional urban mining management problems.J. the Air and Waste Management Association, 2017, 68 (2) : 146-169.
[54]Jing Zhang, Zhong Wan(通讯作者), Shuai Huang.An extended nonmonotone line search technique for large-scale unconstrained optimization,.Journal of Computational and Applied Mathematics, 2017, 2017
[55]Wan Zhong (通讯作者), Chen Ming.New Nonlinear Metrics Model for Information of Individual Research Output and Its Applications. Mathematical and Computational Applications[J].Mathematical and Computational Applications, 2016
[56]Wan Zhong (通讯作者), Deng Songhai.A three-term conjugate gradient algorithm for large-scale unconstrained optimization problems[J].Applied Numerical Mathematics, 2015, 92: 70-81.
[57]Zhong Wan(通讯作者), Songhai Deng.An improved three-term conjugate gradient algorithm for solving unconstrained optimization problems[J].Optimization, 2015, 64: 2679-2691.
[58]Shuai Huang, HuanHuan Li, Zhong Wan.A Smoothing Inexact Newton Method for Nonlinear Complementarity Problems[J].Abstr. Appl. Anal., 2015: doi:10.1155/2015/731.
[59]Zhong Wan(通讯作者), Yu Chen.A Locally Smoothing Method for Mathematical Programs with Complementarity Constraints[J].ANZIAM, 2015, 56: 299-315.
[60]Wang Chang, Yuan Min, Wan Zhong.A partially smoothing Jacobian method for nonlinear complementarity problems with P-0 function.J. of Computational and Applied Mathematics, 2015, 286: 158-171.

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