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International Journal of Computational Intelligence Systems Volume 7, 2014 - Issue 1
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Original Articles

On Interval Soft Sets with Applications

Xiaohong ZhangDepartment of Mathematics, College of Arts and Sciences, Shanghai Maritime University, Shanghai201306, P.R. ChinaCorrespondence[email protected] [email protected]
Pages 186-196 | Received 18 Nov 2012, Accepted 03 Apr 2013, Published online: 06 Nov 2013

Citations (11)

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Andrzej Piegat & Marcin Pluciński. (2015) Some Advantages of the RDM-arithmetic of Intervally-Precisiated Values. International Journal of Computational Intelligence Systems 8:6, pages 1192-1209.
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Articles from other publishers (10)

J. Sebastian Lawrence & R. Manoharan. (2022) New approach to DeMorgan’s laws for soft sets via soft ideals. Applied Nanoscience 13:3, pages 2585-2592.
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Gustavo Santos García & Rocio Santos Buitrago. (2022) Soft Computing Under Uncertain Knowledge. Journal of Advances in Applied & Computational Mathematics 8, pages 1-15.
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Gözde Yaylalı, Nazan Çakmak Polat & Bekir Tanay. (2021) A Soft Interval Based Decision Making Method and Its Computer Application. Foundations of Computing and Decision Sciences 46:3, pages 273-296.
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Ganeshsree Selvachandran & Xindong Peng. (2018) A modified TOPSIS method based on vague parameterized vague soft sets and its application to supplier selection problems. Neural Computing and Applications 31:10, pages 5901-5916.
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Xiaoliang Xie & Jiali He. (2018) Limits of it-Soft Sets and Their Applications for Rough Sets. Symmetry 10:9, pages 406.
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Fatia Fatimah, Dedi Rosadi, R. B. Fajriya Hakim & José Carlos R. Alcantud. (2017) N-soft sets and their decision making algorithms. Soft Computing 22:12, pages 3829-3842.
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Hüseyin Kamacı, Kader Saltık, Hürmet Fulya Akız & Akın Osman Atagün. (2018) Cardinality inverse soft matrix theory and its applications in multicriteria group decision making. Journal of Intelligent & Fuzzy Systems 34:3, pages 2031-2049.
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Nazan Polat, Gözde Yaylali & Bekir Tanay. (2018) A Method for Decision Making Problems by using Graph Representation of Soft Set Relations. Intelligent Automation and Soft Computing, pages 1-8.
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Zhicai Liu, Keyun Qin & Zheng Pei. (2017) A Method for Fuzzy Soft Sets in Decision-Making Based on an Ideal Solution. Symmetry 9:10, pages 246.
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Yong Lin Liu & Hee Sik Kim. (2015) Non-commutative residuated lattices based on soft sets. Journal of Intelligent & Fuzzy Systems 29:5, pages 2271-2278.
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