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minimal solution of fuzzy neutrosophic soft matrix
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ΩΩΫΨ³ΩΨ―Ω
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kavitha m. ,murugadas p. ,sriram s.
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Ω
ΩΨ¨ΨΉ
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journal of linear and topological algebra - 2017 - Ψ―ΩΨ±Ω : 6 - Ψ΄Ω
Ψ§Ψ±Ω : 2 - Ψ΅ΩΨΩ:171 -190
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ΪΪ©ΫΨ―Ω
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The aim of this article is to study the concept of unique solvability of maxmin fuzzy neutrosophic soft matrix equation and strong regularity of fuzzy neutrosophic soft matrices over fuzzy neutrosophic soft algebra (πΉπππ΄). a fuzzy neutrosophic soft matrix (πΉπππ) is said to have strong, linear independent (πli) column (or, in the case of fuzzy neutrosophic soft square matrices, to be strongly regular) if for some fuzzy neutrosophic soft vector b the system π΄βx = b has a unique solution. a necessary and sufficient condition for linear system of equation over a πΉπππ΄ to have a unique solution is formulated and the equivalent condition for fnsm to have ππΏπΌ column and strong regular (ππ
) are presented. moreover trapezoidal algorithm for testing these properties is reviewed.
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Ϊ©ΩΫΨ―ΩΨ§ΪΩ
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fuzzy neutrosophic soft set (πΉπππ) ,fuzzy neutrosophic soft matrix (πΉπππs) ,linear system of equation ,unique solvability ,strong regularity algorithms
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Ψ’Ψ―Ψ±Ψ³
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annamalai university, department of mathematics, india, government arts college (autonomous), department of mathematics, india, annamalai university, directorate of distance education, india
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ΩΎΨ³Ψͺ Ψ§ΩΪ©ΨͺΨ±ΩΩΫΪ©Ϋ
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ssm_3096@yahoo.co.in
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Authors
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