Анықтама. Егер формула айнымалылар немесе олардың терістеулерінің дизъюнкциясы болса (бір мұшелі болуы да мүмкін) оны элементар дизъюнкция (дизъюнктер) деп атайды.
Мысалдар. x2,x3; x1x2x3, x1x2x3; xyz; xyx–дизъюнктер.
Анықтама. Егер формула айнымалылар немесе олардың терістеулерінің конъюнкциясы болса (бір мұшелі болуы да мүмкін)оны элементар конъюнкция (конъюнктер) деп атайды.
х1, x2, x1x2 , , , , x1x2x3; ![](data:image/png;base64,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) 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)
х- бір уақытта дизъюнкт те, конъюнкт те бола алады.
Достарыңызбен бөлісу: |