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Monadic predicate calculus

In logic, the monadic predicate calculus (also called monadic first-order logic) is the fragment of first-order logic (also called predicate calculus) in which all relation symbols in the signature are monadic (that is, they take only one argument), and there are no function symbols. In other words, all atomic formulas are of the form P ( t )…

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Monadic predicate calculus

Nodes31
Edges30
Triples15
Avg. degree1.94
Density0.064516
Components1

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Monadic predicate calculus

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related to Relationship with term logic · 8
Monadic predicate calculus → Augustus De Morgan, Begriffsschrift, Charles Sanders Peirce, For, Frege, Inferences, Prior, The
related to Variants · 7
Monadic predicate calculus → Allowing, For, However, Monadic, That, The, There

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monadic logic predicate calculus relation term symbols allows polyadic symbol function formulas form displaystyle formula however take standard predicates called

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SubjectPredicateObjectConfidenceSrc
Monadic predicate calculusrelated to Relationship with term logicThe0.60section
Monadic predicate calculusrelated to Relationship with term logicAugustus De Morgan0.60section
Monadic predicate calculusrelated to Relationship with term logicCharles Sanders Peirce0.60section
Monadic predicate calculusrelated to Relationship with term logicFrege0.60section
Monadic predicate calculusrelated to Relationship with term logicBegriffsschrift0.60section
Monadic predicate calculusrelated to Relationship with term logicPrior0.60section
Monadic predicate calculusrelated to Relationship with term logicInferences0.60section
Monadic predicate calculusrelated to Relationship with term logicFor0.60section
Monadic predicate calculusrelated to VariantsThe0.60section
Monadic predicate calculusrelated to VariantsAllowing0.60section
Monadic predicate calculusrelated to VariantsMonadic0.60section
Monadic predicate calculusrelated to VariantsHowever0.60section

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