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[0,1]-拟阵模糊基的进一步研究

Further Study on Fuzzy Bases of [0,1]-Matroids
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摘要 进一步研究保证[0,1]-拟阵模糊基具有存在性、等势性和交换性的条件,通过引入有界性、饱和性和强基好性的概念,给出有界性与闭性、饱和性与正则性、强基好性与基好性之间的关系. We further studied the conditions to ensure the existence of fuzzy bases for [-0,1]-matroids, and to ensure that the fuzzy bases have equicardinal property and exchange property. We gave the relations between boundedness and closedness, between saturation and regularity, between strongly good-base property and good-base property by introducing the notions of boundedness, saturation and strongly good-base property.
出处 《吉林大学学报(理学版)》 CAS CSCD 北大核心 2016年第6期1300-1306,共7页 Journal of Jilin University:Science Edition
基金 国家自然科学基金(批准号:11501435)
关键词 [0 1]-拟阵 模糊基 有界性 饱和性 强基好性 [-0,1]-matroid fuzzy base boundedness saturation strongly good-base property
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