教师个人简历

姓    名：

张霞

英文名：

Xia Zhang

性　别：

女

学　位：

博士

职　称：

副教授

研究领域：

代数及其应用

联系方式：

xiazhang_1@yahoo.com

工作经历

    

  • 2007年至今, 华南师范大学
  • 2005-2007, University of Oldenburg, 博士研究生
  • 2004-2007, 中山大学, 博士研究生

   
    研究生招生方向：

  •  学术型（要求：修完《高等代数》及《近世代数》课程，对代数感兴趣、英语功底好）：   
     基础数学/应用数学：代数及其应用
 

   本科毕业论文方向：

  •  代数相关课题研究（要求：有兴趣的同学请于大三修读或修完《近世代数》课程后提前联系）  
 

    Interests and Focus on：

  • Partially ordered algebras including computer logic over quantale-like structures, topology over lattices, etc.
                   

    Review work：

  • 美国数学评论 ( Mathematical Reviews/MathSciNet) 评论员 (Reviewer Number: 141105)；
  • I am a referee for the followng journals: Journal of Algebra, Journal of Algebra and its applications, Communications in Algebra, Semigroup Forum, Discrete Mathematics, Central European Journal of Mathematics, Quaestiones mathematice, Algebra Colloquium, Indian Journal of Pure and Applied Mathematics, Bulletin of the Malaysian Mathematical Sciences Society, Quasigroups and Related Systems,  Ukrainian Mathematical Journal, Southeast Asian Bulletin of Mathematics,  Maejo International Journal of Science and Technology, J. Contemporary Mathematical Analysis, etc.
 

    学术访问及学术会议：

  • 2021.07.26-29，2021全国群论会议, 汕头；
  • 2020.11.21-22，国家天元数学前沿论坛：代数学学术研讨会, (Talk: On injective constructions of S-semigroups)，会议ID:78526261750；
  • 2019.10.01-04，the 5th Soft Computing Days: a Bilateral China-Italy Workshop, (Talk: On injective constructions of residuated S-posets)，南昌；
  • 2018.07.23-25, Algebraic Representation Theory, A workshop in honour of Richard Dipper on the occasion of his retirement,  Stuttgart, Germany；
  • 2018.07.18-20,  International Conference on Algebra and its Applications, Dedicated to the 70th birthday of Kalle Kaarli, Tartu, Estonia；
  • 2018年7月, University of Tartu；
  • 2018年5月, Masaryk University；
  • 2018.01.07-08,  North British Semigroups and Applications Network (Talk: On injective constructions of S-semigroups), York, UK；
  • 2018年1月, Stuttgart University；
  • 2017.10.10-13,  International workshop on graphs, semigroups, and semigroup acts (Talk: Injective hulls for S-posets), Berlin，Germany；
  • 2017年9月, Masaryk University；
  • 2017.6.30-7.1,  The 4th Workshop on Algebra of West China  (Talk: Injective hulls on ordered algebras), 西安；
  • 2017.6.15-18,  The 94th Workshop on General Algebra, in conjunction with the 5th Novi Sad Algebraic Conference(AAA94+NSAC2017), Novi Sad, Serbia；
  • 2016.05.26-31, 第14届全国代数会议 (Talk: Injective hulls for posemigroups and S-posets), 扬州；
  • 2016.04.15-18, Academic Communication for 90th Anniversary of Prof. Chen Chongmu, 重庆；
  • 2015.06.10-13, 2015 AMS-EMS-SPM international meeting, Porto, Portugal；
  • 2015.06.09,  Workshop on Groups and Semigroups, Porto, Portugal；
  • 2015.05.16-19,  International Workshop on Quantitative Properties and Related Topic (Talk: Quantale stuctures and their applications), 重庆；
  • 2010.06.20-26, 第12届全国代数会议 (Talk: Injectivity of S-acts and S-posets), 兰州；
  • 2009.06.23-27, International Conference on Algebra and Related Topics (Talk: Groebner-Shirshov bases for S-act algebras), 广州；
  • 2007.06.27-30, Conference on Semigroups, Acts and Categories with Applications to Graphs (Talk: Clifford semigroups with genus zero), Tartu, Estonia；
  • 2007.03.25-30, Joint Meeting of DMV and GDM, Berlin，Germany；
  • 2006年2月, University of Tartu,
  • 2006.02.09-12, 71st Workshop on General Algebra (AAA71) together with 20st Conference for Young Algebrasits (CYA21), (Talk I: Weak injectivities on Clifford semigroups, Talk II: Functorial properties of Cayley constructions), Będlewo, Poland.

   

科研成果

   
    主持科研基金:

  • 2021.01-2023.12, the NSFG (No. 2021A1515010248)
  • 2021.04-2023.03, the STPG (No. 202102080074)
  • 2019.10-2022.09, the NSFG (No. 2020A1515010206)
  • 2018.01-2019.01, the SSF of CSC (No. 201708440512)
  • 2016.10-2018.10, the funding of School of Mathematical Sciences, SCNU (No. 2016YN32)
  • 2016.06-2019.06, the NSFG (No. 2016A030313832)
  • 2016.04-2019.03, the STPG (No. 201607010190)
  • 2014.09-2016.09, SRF for ROCS (No. 20141685)
  • 2013.01-2015.12, the SRFDP of Ministry of Education of China (No. 20124407120004)
  • 2010.10-2012.10, the NSFG (No. 10451063101004258)
  • 2009.01-2010.12, Foundation for Distinguished Young Talents in Higher Education of Guangdong
  • 2007.12-2009.12, Younth Foundation of School of Mathematical Sciences, SCNU
  • 2005.08-2007.08, the SSF of CSC (No. 2006101056)
 

    主持教学项目:

  • 2018 校级在线开放课程《近世代数》
  • 2017 校级质量工程项目， 基于《高中数学选修课-代数专题》的师范本科课程的开发与实践
  • 2013 省级精品资源共享课程《高等代数》
 

    教学论文:

  • 对高中数学选修3-4“对称与群”的教学思考—基于分子对称群理论. 华南师范大学学报自然科学版, 2019, 51, 109-112 (与顾宇晴).

  • 浅谈《高等代数》到《近世代数》的衔接教学-以整环的整除理论为例. 华南师范大学学报自然科学版, 2018, 50, 1-4.

  • “高等代数”教学之艺术初探. 华南师范大学学报自然科学版, 2014, 46, 4-6.


     获奖:

  • 2019 华南师范大学第十届教学成果奖一等奖（排名第一）

  • 2009-2010 学年度华南师范大学“课堂教学质量优秀奖”及“课堂教学质量优秀教师奖”

 

 

科研论文

[29] X. Zhang, J. Paseka, W. Ma On completions of posets with operators.J. Mult.-Valued Logic Soft Comput. 2021, Accepted
[28] X. Zhang, J. Paseka, The MacNeille Completions for Residuated S-posets. Internat. J. Theoret. Phys. 2021, 60(2), 667-676
[27] W. Rump,  X. Zhang, L-effect Algebras,Studia Logica. 2020, 108, 725-750 
[26] X. Zhang, W. Ma, W. Rump, Injective hulls of many-sorted ordered algebras.  Open Math. 2019, 1400-1410
[25] C. Dietzel, W. Rump, X. Zhang, One-sided orthogonality, orthomodular spaces, quantum sets, and a class of Garside groups. J. Algebra. 2019, 526, 51-80.
[24]X. Zhang, J. Paseka, Injective constructions of S-semigroups. Fuzzy Sets and Systems. 2019, 373, 78-93
[23] X. Zhang, Y.Y. Zhou, On categorical aspects of S-quantales.  Open Math.  2018, 16, 1326-1334.
[22] T.Y. Li, X.Zhang, Characterizations of congruences of S-quantales. J. South China Normal Univ. Natur. Sci. Ed. 2019, 51(1), 105-107.

[21] Z.J. Xiao, X. Zhang, Epimorphisms of S-quantales. Algebra Unviersalis. 2018, 79: Paper Number: 65 (16pages)

[20] X. Zhang, Y.Y. Zhou, On nuclei of sup-Sigma-algebras. Bull. Iran. Math. Soc.  2017, 43(6), 1709-1721.

[19] X. Zhang, T.Y. Li, On nuclei and conuclei of S-quantales. Quasigroups related systems. 2017, 25(1), 155-164.

[18] X. Zhang, V. Laan, Injective hulls for ordered algebras. Algebra Universalis, 2016, 76(3), 339-349.

[17] X. Zhang, V. Laan, Quotients and subalgebras of sup-algebras. Proc. Est. Acad. Sci., 2015, 64, 311-322.

[16] X. Chen, X. Zhang, Investigations on S-posets by 1-pure properties. Sciencepaper Online, 2015.

[15] X. Zhang, V. Laan, On injective hulls of S-posets. Semigroup Forum, 2015, 91, 62-70.

[14] X. Zhang, V. Laan, Injective hulls for posemigroups. Proc. Est. Acad. Sci., 2014, 63, 372-378.

[13] X. Zhang, Y.T. Xu, Injective hulls of S-posets over a pogroup.  J. South China Normal Univ. Natur. Sci. Ed. 2014, 46, 12-15.

[12] X. Zhang, W.L. Zhang, U. Knauer, A characterization of a pomonoid S all of its cyclic S-posets are regular injective.  Categories and general algebraic structures with applications, 2013, 1, 101-115.

[11] X. Zhang, M. Jiang, On Post’s and Markov’s examples of semigroups with unsolvable word problems. Southeast Asian Bull. Math., 2013, 37, 465-473.

[10] X. Zhang, Groebner-Shirshov bases for S-act algebras. Southeast Asian Bull.Math., 2010, 34, 791-800.

[9] X. Zhang, Clifford semigroups with genus zero. Semigroups, acts and categories with apllications to graphs, 151-160, Math. Stud. (Tartu),  3, Est. Math. Soci. Tartu, 2008.

[8] X. Zhang, Regular injectivity of S-posets over Clifford pomonoids. Southeast Asian Bull. Math., 2008, 32, 1007-1015.
[7] X. Zhang, U. Knauer, Y.M. Wang, Various notions of weak injectivity over Clifford semigroups, Semigroup Forum,2008, 76, 357-367.
[6] X. Zhang, U. Knauer, Y.Q. Chen, Classification of monoids by injectivities I. C-injectivity, Semigroup Forum, 2008, 76, 169-176.
[5] X. Zhang, U. Knauer, Y.Q. Chen, Classification of monoids by injectivities II. CC-injectivity, Semigroup Forum, 2008, 76, 177-184.
[4] X. Zhang, V. Laan, On homological classification of pomonoids by regular weak injectivity properties of S-posets. Cent. Eur. J. Math., 2007, 5, 181-200.

[3] U. Knauer, Y.M. Wang, X. Zhang, Funtorial properties of Cayley constructions. Acta Comment. Univ. Tartu. Math., 2006, 10, 17-29.

[2] X. Zhang, Y.Q. Chen, Y.M. Wang, Chain conditions on essential subacts. Northeast. Math. J., 2006, 22, 357-369.

[1] Y.Q. Chen, X. Zhang, Generalized Goldie dimesion for an S-act. Southeast Asian Bull. Math., 2005, 29, 31-40.