Boolean algebra

Read-once function

In mathematics, a read-once function is a special type of Boolean function that can be described by a Boolean expression in which each variable appears only once. More precisely, the expression is required to use only the operations of logical conjunction, logical disjunction, and negation. By applying De Morgan's laws, such an expression can be transformed into one in which negation is used only on individual variables (still with each variable appearing only once). By replacing each negated variable with a new positive variable representing its negation, such a function can be transformed into an equivalent positive read-once Boolean function, represented by a read-once expression without negations. (Wikipedia).

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Related pages

Disjunctive normal form | Conjunctive normal form | Discrete Applied Mathematics | Lowest common ancestor | Monotonic function | Triangle graph | Negation | Boolean expression | De Morgan's laws | Boolean function | Logical conjunction | Median algebra | Cograph | Logical disjunction | Discrete Mathematics (journal) | Variable (mathematics)