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周密


  • 2021
  • 06/10
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周密,男,41岁,教授,海南省高层次人才,教育部西部高校青年骨干教师访问学者,中国电子学会会员,海南省数学类专业指导委员会委员,海南省电子学会副理事长,海南省信息与通信技术专业委员会委员,三亚市信息协会会员。长期从事变分不等式、不动点理论、凸优化、无线通信系统物理层安全理论等领域研究,发表论文40余篇,其中SCI/EI收录22篇。2009年获海南省第六届青年教师教学大赛三等奖。2011年获三亚市“优秀教师”称号。2017年获海南省教学成果一等奖1项(第二完成人),2017年、2019年获校级教学成果二等奖2项(第二完成人),2022年获校级教学成果二等奖(第五完成人)。2011年以来连续主持海南省自然科学基金项目3项,主持海南省省级重点学科建设项目1项、国家级大学生实践教学基地建设项目1项,省级特色专业建设项目1项,参与海南省教育厅重点教学改革项目2项,主持三亚市院地合作科研项目1项,主持横向课题2项,出版专著1部,教材2部。

教育经历:

1.2019/3 - 至今,陆军工程大学,通信与信息工程,博士在读,

2.2003/9 - 2006/6,四川师范大学,基础数学,硕士

3.1999/9 - 2003/6,四川师范大学,数学与应用数学,学士

科研与学术工作经历:

1.2017/12 - 至今, 三亚学院,9999js金沙老品牌,教授 (破格)

2.2014/12–2017/12,三亚学院,9999js金沙老品牌,副教授

3.2009/9–2014/11,三亚学院,9999js金沙老品牌,讲师

4.2006/9–2009/8,三亚学院,9999js金沙老品牌,助教

主持或参加科研项目(课题)及人才计划项目情况:

1.海南省科技厅科研基金项目,No.118MS081,几类广义度量空间中不动点存在性理论及其应用,2018/01-2020/12,20万,已结题,主持。

2. 海南省科技厅科研基金项目,No.114014,优化问题的神经网络模型的稳定性分析,2014/06-2016/12,2万元,已结题,主持。

3. 海南省自然科学基金项目,No.110009,巴拿赫空间中变分不等式的例外簇与可行性问题,2011/1-2013/5,0.8万元,已结题,主持。

4.三亚市院地科研合作项目,No.2018YD13, Menger空间与偏序度量空间不动点存在性与唯一性理论研究2018/1-2021/12, 3万元,已结题, 主持。


Resume

Major Information

Zhou Mi,Faculty of Science and Engineering & Center for Mathematical Research,  University of Sanya,  Professor.

E-mail:mizhou@sanyau.edu.cn;mizhou330@126.com

Tel:+8613697580156

EducationExperience

(1) 2003-09 to 2006-06, Sichuan Normal University, Operations Research and Cybernetics, M.S.

(2) 1999-09 to 2003-06,West China Normal University, Mathematics and Applied Mathematics, B.S.

Research andAcademicWorkExperience

(1) 2021-12  to  present,  Dean of Center for Mathematical Research

(2) 2018-01 to present, Sanya College, Faculty of Science and Engineering , Professor

(3) 2015-01 to 2017-12, Sanya College, Faculty of Science and Engineering, Associate Professor

(4) 2009-09 to 2014-12, Sanya College, Faculty of Science and Engineering, Lecturer

(5) 2006-08 to 2009-08, Sanya College, Faculty of Science and Engineering, Assistant Professor

ScientificResearchProjects

(1) A Study on the Existence and Uniqueness ofFixed Points in Menger Space and Partial Order Metric Spaces (No.2018YD13), Sanya City Research Cooperation Project

(2) Existence theory of fixed points in several classes of generalized metric spaces and its applications (No.118MS081),Natural Science Foundation of Hainan Province

(3) Stability Analysis of Neural Network Models for Optimization Problems (No.114014), Natural Science Foundation of Hainan Province (4) ExceptionalFamily of Elements and Feasibility Problems of Variational Inequalities in Banach Spaces (No.110009) ,Natural Science Foundation of Hainan Province

Representative Research

(1) Min Wang,Naeem Saleem,Xiaolan Liu,Arslan Hojat Ansari andMi Zhou*,Fixed Point of (α,β)-Admissible Generalized Geraghty F-Contraction with Application,Symmetry,2022,14,1016. (SCI)

(2) Jia Deng,Xiao-lan Liu,Yan Sun,Mi Zhou*, Fixed Point Results for a New Rational Contraction in Double Controlled Metric-like Spaces, Mathematics, 2022,10, 1439. (SCI)

(3)Abdelhamid Moussaoui,Naeem Saleem,Said Melliani,Mi Zhou*,Fixed point results for new types of fuzzy contractions via admissible functions and FZ-simulation functions,Axioms,2022,11,87. (SCI)

(4) Nicolae Adrian Secelean,Dariusz Wardowski andMi Zhou*,The Sehgal’s Fixed Point Result in the Framework ofρ-space, Mathematics,2022,10,459. (SCI)

(5) Mi Zhou,Naeem Saleem,Xiao-lan Liu,Andreea Fulga,Nihal Ozgur,A new study on the fixed point sets of Proinov-type contractions via rational forms,Symmetry,2022,14,93(SCI)

(6)Yan Sun,Xiao-lan Liu*,Jia Deng and Mi Zhou,Some fixed point results forα-admissible extended Z-contraction mappings in extended rectangular b-metric spaces,AIMS Mathematics,2022,7(3):3701-3718.(SCI)

(6)Mi Zhou*, Naeem Saleem,Xiao-lan Liu,Andreea Fulga and Antonio Franciso Roldán López 7de Hierro,A New Approach to Proinov-Type Fixed-Point Results in Non-Archimedean Fuzzy Metric Spaces,Mathematics 2021,9,3001. (SCI)

(8)Mi Zhou,Naeem Saleem,Xiao-lan Liu,Nihal Ozgur,On two new contractions and discontinuity on fixed points,AIMS Mathematics,2021,7(2):1628-1663. (SCI)

(9) Naeem Saleem,Mi Zhou*,Shahid Bashir and Syed Muhammad Husnine,Some new generalizations of F−contraction type mappings that weaken certain conditions on Caputo fractional type differential equations,AIMS Mathematics,2021,6(11):12718-12742. (SCI)

(10) Mi Zhou*,Xiao-Lan Liu,ArslanHojatAnsari,Mukesh Kumar Jain and JiaDeng,Common Fixed Point Theorems via Inverse Ck−Class Functions in Metric Spaces,Journal of Mathematics,Volume 2021,Article ID 6648993,25 pages. (SCI)

(11)Mi Zhou,Mukesh Kumar Jain,Mohammad Saeed Khan and Nicolae Adrian Secelean,Semi-compatible mappings and common fixed point theorems of an implicit relation via inverse C−class functions,AIMS Mathematics,2021 6(3):2636-2652.(SCI)

(12) Mi Zhou,Xiao-lan Liu and Nicolae Adrian Secelean,Fixed Point Theorems for Generalized Kannan-Type Mappings in a New Type of Fuzzy Metric Space,Journal of Mathematics,2020,Article ID 1712486,16 pages. (SCI)

(13)Mi Zhou,Xiao-lan Liu,N.A. Secelean,On coincidence and common fixed point theorems of eight self maps satisfying F_M−contractions,Nonlinear Analysis:Modelling and Control,2019,24(6):1001-1018.(SCI)

(14) N.A. Secelaean,Mi Zhou,Generalized F-Contractions on Product of Metric Spaces,Mathematics,2019,7,1-8 pages.(SCI) 

(15)Mi Zhou,Xiao-lan Liu,Arslan Hojat Ansari,Bosko Damjanovic,Yeol Je Cho,Fixed point theorems for rational type contractions in partially ordered S-metric space,Journal of Computational Analysis and Applications,2019,26(5):803-818.

(16)Mi Zhou,Xiao-lan Liu,Arslan Hojat Ansari,Stojan Radenovic,Generalized Ulam-Hyers Stability for Generalized types of (γ−φ)−Meir-Keeler Mappings via Fixed Point Theory in S−metric spaces,Journal of Computational Analysis and Applications,2019,27(4):593-628.

(17)Mi Zhou,Xiao-lan Liu*,Bosko Damjanovic,Arslan Hojat Ansari,Fixed Point Theorems for several types of Meir-Keeler contraction mappings in Ms−metric spaces,Journal of Computational Analysis and Applications,2018,25(7):1337-1353.

(18) Xiao-lan Liu,Mi Zhou*,Lakshmi Narayan Mishra,Narayan Mishra, Bosko Damjanovic,Common fixed point theorems of six self-mappings in Menger spaces using (CLR_ST) property,Open Mathematics,2018,16:1423-1434.(SCI)

(19) Xiao-lan Liu,Mi Zhou*,Bosko Damjanovic,Common coupled fixed point theorem for Geraghty-type contraction in partially ordered metric spaces,Journal of Function Spaces,2018,Article ID 9063267. (SCI)

(20)Xiao-lan Liu,Mi Zhou*,Arslan Hojat Ansari,Nawab Hussain,Fixed point theorems for (ϕ−ψ) contractions in partially ordered metric-like spaces using new auxiliary functions,Filomat,2018,32(3):715-732. (SCI)

(21)Mi Zhou,Xiao-lan Liu*,Stojan Radenovic,S-γ-φ-ϕ-contractive type mappings in S-metric spaces,Journal of Nonlinear Sciences and Application,2017,10:1613-1639.(SCI)

(22)Mi Zhou,Xiao-lan Liu*,Yeol Je Cho*,Bosko Damjanovic,Ulam-Hyers stability,well-posedness and limit shadowing property of the fixed point problems for some contractive mappings in Ms-metric space,Journal of Nonlinear Sciences and Application,2017,10:2296-2308. (SCI)

(23)Mi Zhou,Xiao-lan Liu*,On Coupled Common Fixed Point Theorem for Nonlinear Contractions with the Mixed Weakly Monotone Property in Partially Ordered S-Metric Space,Journal of Function Space,2016,Article ID 7529523.(SCI)

(24)Mi Zhou,Xiao-lan Liu*,Diana Dolicanin-Dekic,Bosko Damjanovic,Coupled coincidence point results for Geraghty-type contraction using monotone property in partially ordered S-metric space,Journal of Nonlinear Science and Applications,2016,9:5950-5969.(SCI)

(25)Mi Zhou,Xiao-lan Liu*,Further results on the stability of neural for sovling variational inequalities,Discontinuity,Nonlinearity,and Complexity,2016,5(4):341-353.

(26) Xiao-lan Liu,Mi Zhou*,A one-layer recurrent neural network for non-smooth convex optimization subject to linear inequality constraints,Chaos,Solitions and Fractals,2016 (87):39-46. (SCI)

(27)Yuan Wang,Mi Zhou,Research of Intelligent Traffic Light Control System Design Based on the NI ELVIS II Platform,Applied Mechanics and Materials,2013,427-429:1128-1131.(EI)

(28)王敏#*,周密,Banach空间中变分不等式的例外簇与严格可行性问题,应用数学学报,2012,35(6):1120-1127.(SCI)

(29)Mi Zhou, Yong Wang,Xiao-lan Liu,Qiang Bai,Properties of D-η- properly Prequasiinvex Functions,Journal of Hainan Normal University(Natural Science), 2009, 22(4): 365-370.

(30) Mi Zhou,The optimity condition for implicit vector optimization problem,Journal of Hainan Normal University(Natural Science), 2008, 21(2): 129-132.

(31)周密,刘小兰,王敏,何诣然,无穷维空间中新Farkas型结果,四川师范大学学报(自然科学版), 2008, 31(3): 311-315.(北核)

(32)王敏,周密,拟单调映射对偶平衡问题解的存在性,四川师范大学学报(自然科学版), 2008, 31(2): 138-140. (北核)

(33)刘小兰,周密,何诣然,广义凸优化问题的Fenchel-Lagrange对偶,四川师范大学学报(自然科学版), 2008, 31(3): 311-315.(北核)

(34)Yi-ran He,Xiu-zhen Mao,Mi Zhou,Strict Feasibility of Variational Inequalities in Reflexive Banach Spaces,Acta Mathematica Sinica, English Series, 2007, 23(3): 563-570.(SCI)

(35)周密,何诣然,广义隐拟向量变分不等式解存在性问题,四川师范大学学报(自然科学版), 2006, 29(1): 53-57. (北核)

周密代表性成果:/uploads/2022/05/241133116879.docx



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