应学院邀请,西北农林科技大学杨斌副教授将来美高梅官网作学术报告。
报告题目:On three types of L-fuzzy covering-based rough sets
报告摘要:In this talk, we mainly introduce three types of L-fuzzy covering-based rough set models and study the axiomatic characterizations, matrix representations and interdependency of their rough approximation operators. Firstly, we propose three pairs of L-fuzzy covering-based rough approximation operators by constructing the notions such as \beta-subsethood degree and \beta-degree of intersection. And then, three pairs of the axiomatic characterizations about L-fuzzy \beta-covering-based rough approximation operators are investigated, respectively. In the meantime, we verify the independence of each axiom set. Thirdly, we give the matrix representations of three pairs of L-fuzzy \beta-covering-based rough approximation operators for efficient calculation of the lower and upper approximation operators through operations on matrices. Finally, the interdependency of three pairs of rough approximation operators based on L-fuzzy \beta-covering is explored in light of reducible elements and independent elements. Meanwhile, we present the necessary and sufficient conditions under which two L-fuzzy \beta-coverings can generate the same lower and upper rough approximation operations.
报告时间:2023年6月8日下午3:00
报告地点:教学9号楼C区101学术报告厅
邀 请 人:乔军胜 云亭教授
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报告人简介:
杨斌,1989年9月生,甘肃天水人,博士,西北农林科技大学理学院副教授,博士生导师。现任中国逻辑学会非经典逻辑与计算专委会常务委员,中国人工智能学会粒计算与知识发现专业委员会委员,中国人工智能学会人工智能基础专业委员会通讯委员,中国系统工程学会会员,中国计算机学会会员,陕西省数学会青年工作委员会委员,教育部学位中心评审专家,SCI检索国际期刊《Journal of Intelligent and Fuzzy Systems》副主编(AE),国际期刊《Journal of Advanced Studies in Topology》编委。主要研究方向为:智能决策方法、涉农金融大数据分析与建模、不完备数据优化方法。近年来,在《Fuzzy Sets and Systems》,《Information Sciences》,《Applied Soft Computing》,《Artificial Intelligence Review》, 《International Journal of Approximate Reasoning》等多个国际高水平期刊发表学术论文30余篇。现主持国家自然科学基金青年项目1项,中央高校基本科研业务经费3项,陕西省引进国内博士专项项目1项。
甘肃省数学与统计学基础学科研究中心
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