马振明
发布时间: 2015-09-22

基本信息

马振明,男,19794月生,临沂大学理学院副教授,博士,主要研究方向:智能计算。主讲《拓扑学》、《几何学》、《高等数学1》和《模糊数学及其应用》校选课。

教育经历:

          20109-20137月武汉大学博士

          20029-20057月聊城大学硕士

          19989-20027月烟台师范学院学士

工作经历:

          20057 临沂大学理学院讲师

          20141月临沂大学理学院副教授

主要科研论文:

[1] Zhen Ming Ma Bao Qing HuTopological and lattices structures of -fuzzy rough sets determined by lower and upper sets Information Sciences 218 194-204 2013

[2] Zhen Ming Ma Bao Qing Hu EQ-algebras from the point of view of generalized algebras with fuzzy equalities Fuzzy Sets and Systems 236 104-112 2014

[3] Zhen Ming Ma Bao Qing Hu Characterizations and new subclasses of I-filters in residuated lattices Fuzzy Sets and Systems (2014)247 (2014) 92–107

[4] Zhen Ming Ma Some types of  generalized fuzzy -fold filters in residuated lattices Abstract and Applied Analysis Volume 2013 Article ID 736872 8 pages

[5] Zhen Ming Ma Two types of MTL-L-filters in residuated lattices Journal of Intelligent and Fuzzy Systems 27 (2014) 681–689

[6] Zhen Ming MaLattices of (generalized) fuzzy filters in residuated latticesJournal of Intelligent and Fuzzy Systems 27 (2014) 2281–2287

[7] Zhen Ming Ma The Lattice of Intuitionistic Fuzzy Filters in Residuated LatticesJournal of Applied MathematicsVolume 2014, Article ID 798670, 6 pages

[8] Zhen Ming MaZun Wei FuAlgebraic study to generalized Bosbach states on residuated latticesSoft Computing2015, Volume 19, Issue 9, pp 2541-2550

[9] Zhen Ming MaSolution to Turunen's open problems on n-fold filtersJournal of Intelligent and Fuzzy SystemsAccepted

[10] Zhen Ming Ma, Wei Yang, Relationships between generalized Bosbach states and L-filters on residuated lattices, Soft Computing (Accepted)

 

主要获奖

4次临沂市自然科学优秀学术成果奖;2014年获武汉大学研究生学术创新一等奖。

主要论著:

     参与编写《几何学》电子工业出版社,2010.10.

参与项目:

参与山东省自然科学基金2项,国家自然科学基金1项。