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Boolean algebra


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A set of elements defined with two binary operations (Boolean product and Boolean sum) which possess the following properties: (i) Both operations are commutative.(ii) Both operations have identity elements within the set.(iii) Each operation is distributive over the other.(iv) Each element of the set has an inverse of both operations.

(i) Both operations are commutative.

(ii) Both operations have identity elements within the set.

(iii) Each operation is distributive over the other.

(iv) Each element of the set has an inverse of both operations.

Subjects: Computing.


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