软集上的一个新运算:791扩展软集对称差分

Nenad Stojanović
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引用次数: 3

摘要

简介/目的:Molodtsov引入了软集的概念,作为处理包含不确定性问题的一种新的数学工具。在文献中,定义了不同类型的软集运算,并将其应用于理论和应用中。方法:本研究基于Sezgin, Ahmad和Mehmood的论文“A New Operation on Soft Sets: Extended Difference of Soft Sets”[Journal of New Theory] 27(2019) 33-42。结果:本文在软集上定义了一种新的操作,称为扩展对称差分,并研究了它与扩展对称差分和限制对称差分之间的关系,以及其他一些软集操作。结论:作者认为所获得的结果是对现有文献中许多已知结果的显著改进。
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A new operation on soft sets: 791 extended symmetric difference of soft sets
Introduction/purpose: Molodtsov introduced the concept of soft sets as a new mathematical tool for dealing with problems containing uncertainties. In the literature, different kinds of operations of soft sets are defined and used in theory and applications. Methods: This study is based on the paper "A New Operation on Soft Sets: Extended Difference of Soft Sets" by Sezgin, Ahmad and Mehmood [Journal of New Theory 27 (2019) 33-42]. Results: In this paper, we define a new operation on soft sets, called extended symmetric difference and investigate its relationship between extended symmetric difference and restricted symmetric difference and some other operations of soft sets. Conclusion: The author believes that the obtained results represent a significant improvement of many known results in the existing literature.
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0.00%
发文量
24
审稿时长
12 weeks
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