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- Implicant abstract "In Boolean logic, an implicant is a "covering" (sum term or product term) of one or more minterms in a sum of products (or maxterms in a product of sums) of a boolean function. Formally, a product term P in a sum of products is an implicant of the Boolean function F if P implies F. More precisely: P implies F (and thus is an implicant of F) if F also takes the value 1 whenever P equals 1.where F is a Boolean function of n variables. P is a product term.This means that PF with respect to the natural ordering of the Boolean space. For instance, the functionis implied by , by , by , by and many others; these are the implicants of .".
- Implicant wikiPageExternalLink Lecture10.html.
- Implicant wikiPageExternalLink sld021.htm.
- Implicant wikiPageID "1156776".
- Implicant wikiPageRevisionID "567129756".
- Implicant hasPhotoCollection Implicant.
- Implicant subject Category:Boolean_algebra.
- Implicant comment "In Boolean logic, an implicant is a "covering" (sum term or product term) of one or more minterms in a sum of products (or maxterms in a product of sums) of a boolean function. Formally, a product term P in a sum of products is an implicant of the Boolean function F if P implies F. More precisely: P implies F (and thus is an implicant of F) if F also takes the value 1 whenever P equals 1.where F is a Boolean function of n variables.".
- Implicant label "Implicant".
- Implicant label "Implicante".
- Implicant label "Implicação entre funções".
- Implicant label "Implikant funkcji boolowskiej".
- Implicant label "Primterm".
- Implicant label "蕴涵项".
- Implicant sameAs Primterm.
- Implicant sameAs Implicante.
- Implicant sameAs Implikant_funkcji_boolowskiej.
- Implicant sameAs Implicação_entre_funções.
- Implicant sameAs m.04c04c.
- Implicant sameAs Q1291626.
- Implicant sameAs Q1291626.
- Implicant wasDerivedFrom Implicant?oldid=567129756.
- Implicant isPrimaryTopicOf Implicant.