
pmid: 26247058
pmc: PMC4515304
We apply the classical theory of hyperrings to vague soft sets to derive the concepts of vague soft hyperrings, vague soft hyperideals, and vague soft hyperring homomorphism. The properties and structural characteristics of these concepts are also studied and discussed. Furthermore, the relationship between the concepts introduced here and the corresponding concepts in classical hyperring theory and soft hyperring theory is studied and investigated.
Algebraic number, Technology, Artificial intelligence, Science, Social Sciences, Management Science and Operations Research, Multi-Criteria Decision Making, Mathematical analysis, Decision Sciences, Algebraic properties, Soft set, Fuzzy Logic and Residuated Lattices, FOS: Mathematics, Algebra over a field, T, Q, R, Application of Soft Set Theory in Decision Making, Pure mathematics, Computer science, Fuzzy logic, Computational Theory and Mathematics, Computer Science, Physical Sciences, Homomorphism, Soft Set Theory, Medicine, Mathematics, Research Article
Algebraic number, Technology, Artificial intelligence, Science, Social Sciences, Management Science and Operations Research, Multi-Criteria Decision Making, Mathematical analysis, Decision Sciences, Algebraic properties, Soft set, Fuzzy Logic and Residuated Lattices, FOS: Mathematics, Algebra over a field, T, Q, R, Application of Soft Set Theory in Decision Making, Pure mathematics, Computer science, Fuzzy logic, Computational Theory and Mathematics, Computer Science, Physical Sciences, Homomorphism, Soft Set Theory, Medicine, Mathematics, Research Article
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