Definitions from Wiktionary (canonical disjunctive normal form)
▸ noun: (logic) Disjunctive normal form with the additional property that all of the terms of the sum contain the same literals, so that the terms differ from each other only in their patterns of complementation (of their literals).
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▸ noun: (logic) Disjunctive normal form with the additional property that all of the terms of the sum contain the same literals, so that the terms differ from each other only in their patterns of complementation (of their literals).
Similar:
disjunctive normal form,
conjunctive normal form,
clausal normal form,
inclusive disjunction,
algebraic normal form,
exclusive disjunction,
ring sum normal form,
linear logic,
disjunction,
prenex normal form,
more...
▸ Words similar to canonical disjunctive normal form
▸ Usage examples for canonical disjunctive normal form
▸ Idioms related to canonical disjunctive normal form
▸ Wikipedia articles (New!)
▸ Words that often appear near canonical disjunctive normal form
▸ Rhymes of canonical disjunctive normal form
▸ Invented words related to canonical disjunctive normal form