meaning of norms

1. NOR Not OR. The Boolean function which is true if none of its inputs are true and false otherwise, the logical complement of inclusive OR. The binary two-input NOR function can be defined written as an infix operator: A NOR B = NOT A OR B = NOT A AND NOT B Its truth table is: A | B | A NOR B --+---+--------- F | F | T F | T | F T | F | F T | T | F NOR, like NAND, forms a complete set of Boolean functions its own since it can be used to make NOT, AND, OR and any other Boolean function: NOT A = A NOR A A OR B = NOT A NOR B A AND B = NOT A NOR NOT B


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