
Sur la base de nos recherches précédentes sur le modus ponens généralisé (GMP) avec des modificateurs linguistiques pour les règles If … Then, cet article propose de nouvelles règles d'inférence du modus tollens généralisé (GMT) avec des modificateurs linguistiques dans un cadre logique linguistique à valeurs multiples avec l'utilisation de règles de déplacement de couverture pour le raisonnement approximatif inverse.
Basándonos en nuestras investigaciones anteriores sobre el modus ponens generalizado (GMP) con modificadores lingüísticos para If ... Then rules, este artículo propone nuevas reglas de inferencia del modus tollens generalizado (GMT) con modificadores lingüísticos en un marco lógico lingüístico de muchos valores con el uso de reglas de movimiento de cobertura para el razonamiento aproximado inverso.
Based on our previous researchs about generalized modus ponens (GMP) with linguistic modifiers for If … Then rules, this paper proposes new generalized modus tollens (GMT) inference rules with linguistic modifiers in linguistic many-valued logic framework with using hedge moving rules for inverse approximate reasoning.
استنادًا إلى أبحاثنا السابقة حول طريقة الدفع المعممة (GMP) مع المعدلات اللغوية لـ If ... ثم القواعد، تقترح هذه الورقة قواعد استدلال طريقة الدفع المعممة الجديدة (GMT) مع المعدلات اللغوية في الإطار المنطقي اللغوي متعدد القيم مع استخدام قواعد تحريك التحوط للتفكير التقريبي العكسي.
Rough Sets Theory and Applications, Artificial intelligence, linguistic truth value domain, generalized modus tollens inference rules, inverse approximate reasoning, linguistic many–valued logic, Cognition, Logic Programming and Knowledge Representation, Artificial Intelligence, Temporal Logic, Fuzzy Logic and Residuated Lattices, Verbal reasoning, FOS: Mathematics, Psychology, Deductive reasoning, Nonmonotonic Reasoning, Natural language processing, Linguistics, QA75.5-76.95, Computer science, FOS: Philosophy, ethics and religion, FOS: Psychology, Philosophy, Computational Theory and Mathematics, Constraint Logic Programming, Electronic computers. Computer science, Computer Science, Physical Sciences, FOS: Languages and literature, Inverse, Hedge algebra, Modal Logics, Mathematics, Neuroscience
Rough Sets Theory and Applications, Artificial intelligence, linguistic truth value domain, generalized modus tollens inference rules, inverse approximate reasoning, linguistic many–valued logic, Cognition, Logic Programming and Knowledge Representation, Artificial Intelligence, Temporal Logic, Fuzzy Logic and Residuated Lattices, Verbal reasoning, FOS: Mathematics, Psychology, Deductive reasoning, Nonmonotonic Reasoning, Natural language processing, Linguistics, QA75.5-76.95, Computer science, FOS: Philosophy, ethics and religion, FOS: Psychology, Philosophy, Computational Theory and Mathematics, Constraint Logic Programming, Electronic computers. Computer science, Computer Science, Physical Sciences, FOS: Languages and literature, Inverse, Hedge algebra, Modal Logics, Mathematics, Neuroscience
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