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Cet article présente un nombre neutrosophique polygonal à valeur unique (2n ainsi que 2n+1) en continuité avec d'autres nombres neutrosophiques à valeur unique définis. L'article fournit une algèbre de base comme l'addition, la soustraction et la multiplication d'un nombre neutrosophique polygonal à valeur unique (2n ainsi que 2n+1) avec des exemples. En outre, l'article introduit une matrice pour la matrice neutrosophique polygonale à une seule valeur (2n ainsi que 2n+1) et ses propriétés
This paper introduces a single valued (2n as well as 2n+1) sided polygonal neutrosophic numbers in continuation with other defined single valued neutrosophic numbers. The paper provides basic algebra like addition, subtraction and multiplication of a single valued (2n as well as 2n+1) sided polygonal neutrosophic numbers with examples. In addition, the paper introduces matrix for single valued (2n as well as 2n+1) sided polygonal neutrosophic matrix and its properties
This paper introduces a single valued (2n as well as 2n+1) sided polygonal neutrosophic numbers in continuation with other defined single valued neutrosophic numbers. The paper provides basic algebra like addition, subtraction and multiplication of a single valued (2n as well as 2n+1) sided polygonal neutrosophic numbers with examples. In addition, the paper introduces matrix for single valued (2n as well as 2n+1) sided polygonal neutrosophic matrix and its properties
Este documento presenta números neutrosóficos poligonales de un solo valor (2n y 2n+1) en continuación con otros números neutrosóficos de un solo valor definidos. El documento proporciona ejemplos de álgebra básica como la suma, resta y multiplicación de números neutrosóficos poligonales de un solo valor (2n y 2n+1). Además, el documento introduce la matriz para la matriz neutrosófica poligonal de un solo valor (2n y 2n+1) y sus propiedades
تقدم هذه الورقة أرقامًا نيوتروسوفكية مضلعة من جانب واحد (2n و 2n +1) مع أرقام نيوتروسوفكية أخرى محددة ذات قيمة واحدة. توفر الورقة الجبر الأساسي مثل الجمع والطرح والضرب لأرقام نيوتروسوفكية مضلعة من جانب واحد (2n و 2n +1) مع أمثلة. بالإضافة إلى ذلك، تقدم الورقة مصفوفة لمصفوفة نيوتروسوفية مضلعة أحادية القيمة (2n و 2n +1) وخصائصها
Single valued trapezoidal neutrosophic numbers, Neutrosophic matrix, Intuitionistic fuzzy numbers, Social Sciences, QA75.5-76.95, Multi-Criteria Decision Making, Management Science and Operations Research, Fuzzy numbers, Fuzzy numbers, Intuitionistic fuzzy numbers, Single valued trapezoidal neutrosophic numbers, Single valued triangular neutrosophic numbers, Neutrosophic matrix, Decision Sciences, Combinatorics, Electronic computers. Computer science, Physical Sciences, QA1-939, FOS: Mathematics, Single valued triangular neutrosophic numbers, Combinatorial Manifolds, Advancements in Mathematics and Mathematical Physics, Mathematical Physics, Mathematics
Single valued trapezoidal neutrosophic numbers, Neutrosophic matrix, Intuitionistic fuzzy numbers, Social Sciences, QA75.5-76.95, Multi-Criteria Decision Making, Management Science and Operations Research, Fuzzy numbers, Fuzzy numbers, Intuitionistic fuzzy numbers, Single valued trapezoidal neutrosophic numbers, Single valued triangular neutrosophic numbers, Neutrosophic matrix, Decision Sciences, Combinatorics, Electronic computers. Computer science, Physical Sciences, QA1-939, FOS: Mathematics, Single valued triangular neutrosophic numbers, Combinatorial Manifolds, Advancements in Mathematics and Mathematical Physics, Mathematical Physics, Mathematics
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